Patent Publication Number: US-8995714-B2

Title: Information creation device for estimating object position and information creation method and program for estimating object position

Description:
The present invention relates to an information creation device for estimating object position, an information creation method of estimating object position, and an information creation program for estimating object position, which create information for estimating object position using images respectively obtained by photographing an object from a plurality of directions. 
     BACKGROUND ART 
     An image monitoring system for estimating the position of an object is described in Patent Document 1. The system described in Patent Document 1 acquires images from each of a plurality of cameras so that a portion of the fields of the plurality of cameras mutually overlap with respect to a real space (three-dimensional space) in which the position of an object is to be estimated. A moving body region of the target object is then detected using background subtraction processing and frame subtraction processing. Each camera is calibrated in advance for real space. The system described in Patent Document 1 converts moving body regions detected from images of each camera into a planar coordinate system designated within each real space, detects overlapping of moving regions after conversion, and determines the presence of a real body region in real space or estimates the position where it is present. 
     [Patent Document 1] Japanese Patent Application Laid-open No. 2008-15573 (paragraphs. 0015 to 0046) 
     In the system described in Patent Document 1, moving body regions detected from images of each camera are converted to a planar coordinate system designated within each real space, and if converted moving body regions overlap with respect to all cameras, an object is estimated to be present at that position. In this system, the range of space in which the position of an object can be estimated is limited to overlapping regions of the fields of all cameras. For example,  FIG. 19  indicates an example of a range over which object position can be estimated in a system relating to the present invention. In  FIG. 19 , the arrows represent the range of the fields of each camera. An overlapping region of the fields of cameras  101  to  103  shown in  FIG. 19  is the region indicated with diagonal lines, and in the system described in Patent Document 1, only the position of an object present in this range can be estimated. Furthermore, in  FIG. 19 , real space is indicated schematically in two dimensions. 
     A technique has been considered for expanding the region in which position can be estimated in which, in the case moving body regions obtained from two cameras overlap, an object is determined to be present in that overlapping region.  FIG. 20  indicates an example of a range over which an object position can be estimated in the case of using this technique. As shown in  FIG. 20 , the position of an object can be estimated within a range in which the fields of the two cameras overlap, and the range over which object position can be estimated is greater than that of  FIG. 19 . In this case, however, there are cases in which erroneous detection occurs.  FIG. 21  indicates an example of the occurrence of erroneous detection in the case of expanding the range over which object position can be estimated. The case of estimating the positions of three objects  111  to  113  shown in  FIG. 21  is used as an example. In addition, the broken line arrows shown in  FIG. 21  represent the view volume for the objects. In the example shown in  FIG. 21 , if the regions of objects obtained from two cameras overlap, an object is determined to be present in that region. Accordingly, the ranges indicated with the bold lines are object detection regions and error occurs in these regions. Although the detection regions can be photographed with a camera other than the two cameras used to detect position in the state of those portions of the detection regions that are to the inside of the objects  111  to  113  in particular (regions indicated with diagonal lines), this ends up resulting in erroneous detection. For example, although the state of a region  115  indicated with diagonal lines can be photographed with the camera  102 , the object ends up being determined to be present based on images obtained from the cameras  101  and  103 . 
     As has been described above, when a region where an object position can be estimated is attempted to be expanded, there was the problem of the occurrence of erroneous detection and a decrease in the accuracy of estimation of object position. 
     In addition, the accuracy of estimation of object position also ends up decreasing if a stationary object is present that conceals a target object for which position is to be estimated. For example, if a stationary object such as a desk, billboard or pillar is present between a target object and a camera, occlusion occurs with respect to the target object and the accuracy at which object position is estimated ends up decreasing. This is because the target object is concealed by the presence of the stationary object, thereby preventing specification of a moving body region of the target object. Since a moving body region is unable to be specified, an erroneous determination is made that a moving body region is not present even though the target object is actually present. 
     SUMMARY 
     Therefore, an exemplary object of the present invention is to provide an information creation device for estimating object position, an information creation method of estimating object position, and an information creation program for estimating object position that are able to expand the range over which object position can be estimated while also being able to create information for estimating object position so as to maintain the accuracy of estimating object position. In addition, an exemplary object of the present invention is to create information for estimating object position that enables the position of an object to be estimated even if a stationary object that conceals the object is present. 
     The information creation device for estimating object position according to an exemplary aspect of the invention is provided with: object region image creation means for creating an object region image that indicates a region representing a target object in an image from each of images respectively acquired by a plurality of image acquisition means; 
     score determination means for determining a score, which indicates how accurately points in real space in each of the images respectively acquired by the plurality of image acquisition means represent the target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition means and points in real space; 
     view status determination means for determining status of view to each point in real space from each of the image acquisition means by using non-target object presence information indicating to the image acquisition means where a non-target object that conceals a target object is present, and determining probability density functions of a score in the case of points being a target object and in the case of not being a target object for each combination of image acquisition means and points in real space in accordance with a result of the view status determination; 
     existence probability calculation means for determining an existence probability of a target object being present at a point in real space by integrating the probability density functions corresponding to the result of determining the status of view to points in real space from the image acquisition means, and 
     estimation information creation means for creating information for position estimation, for each point in a prescribed plane, in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane in real space, based on the existence probability determined for each point in real space by the existence probability means. 
     In addition, the information creation method of estimating object position according to an exemplary aspect of the invention included: creating an object region image that indicates a region representing a target object in an image from each of the images respectively acquired by a plurality of image acquisition means; 
     determining a score, which indicates how accurately points in real space in each of the images respectively acquired by the plurality of image acquisition means represent a target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition means and points in real space; 
     determining status of view to each point in real space from each image acquisition means by using non-target object presence information indicating to the image acquisition means where a non-target object that conceals the target object is present, and determining a probability density function of a score in the case of points being a target object and in the case of not being a target object for each combination of the image acquisition means and points in real space corresponding to a result of the view status determination; 
     determining an existence probability of a target object being present at a point in real space by integrating the probability density functions corresponding to the result of determining the status of view to a point in real space from an image acquisition means; and 
     creating position estimation information for each point in a prescribed plane in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane in real space, based on the existence probability determined for each point in real space. 
     In addition the information creation program for estimating object position according to an exemplary aspect of the invention causes a computer to execute: object region image creation processing for creating an object region image that indicates a region representing a target object in an image from each image respectively acquired by a plurality of image acquisition means; score determination processing for determining a score, which indicates how accurately points in real space in each of the images respectively acquired by a plurality of image acquisition means represent a target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition means and points in real space; view status determination processing for determining status of view to each point in real space from each image acquisition means by using non-target object presence information indicating to the image acquisition means where a non-target object that conceals the target object is present, and determining a probability density function of a score in the case of points being a target object and the case of not being a target object for each combination of the image acquisition means and points in real space corresponding to the result of a view status determination; existence probability calculation processing for determining an existence probability of the target object being present at a point in real space by integrating probability density functions corresponding to the result of determining the status of view to a point in real space from the image acquisition means; and estimation information creation processing for creating position estimation information for each point in a prescribed plane in real space in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane, based on the existence probability determined for each point in real space in the existence probability calculation processing. 
     Information for estimating object position can be created so as to expand the range over which object position can be estimated as well as maintain object position estimation accuracy. In addition, information for estimating object position can be created for carrying out highly accurate position estimation of a target object even if a non-target object is present that conceals the target object. 
    
    
     
       DESCRIPTION OF THE DRAWINGS 
         FIG. 1  is a block diagram showing an example of an information creation device for estimating object position of a first embodiment of the present invention; 
         FIG. 2  is an explanatory drawing showing an example of presence information of a stationary object; 
         FIG. 3  is an explanatory drawing showing an example of real space in which the position of a target object is estimated; 
         FIG. 4  is an explanatory drawing showing an example of an object model; 
         FIG. 5  is an explanatory drawing showing an aspect of defining a probability density function of a score; 
         FIG. 6  is an explanatory drawing showing examples of probability density functions; 
         FIG. 7  is a flow chart showing an example of the course of processing of the present invention; 
         FIG. 8  is a flow chart showing an example of the course of processing of a step S 3 ; 
         FIG. 9  is a flow chart showing an example of the course of processing of a step S 4 ; 
         FIG. 10  is a flow chart showing an example of the course of processing of a step S 6 ; 
         FIG. 11  is a block diagram showing an information creation device for estimating object position of a second embodiment of the present invention; 
         FIG. 12  is an explanatory drawing showing an aspect of defining score probability density functions in a second embodiment; 
         FIG. 13  is a flow chart showing an example of the course of processing of a step S 4  in a second embodiment; 
         FIG. 14  is a block diagram showing a configuration example in the case of estimating the position of a target object; 
         FIG. 15  is an explanatory drawing showing an example of a range defined by labeling; 
         FIG. 16  is an explanatory drawing showing an example of a case in which a plurality of ranges defined by labeling are present; 
         FIG. 17  is a block diagram showing a specific configuration example of the present invention; 
         FIG. 18  is a block diagram showing a minimum configuration of the present invention; 
         FIG. 19  is an explanatory drawing showing an example of a range over which object position can be estimated in a system related to the present invention; 
         FIG. 20  is an explanatory drawing showing an example in which the range over which position can be estimated in  FIG. 19  has been expanded; and 
         FIG. 21  is an explanatory drawing showing a case in which erroneous detection occurs in the case of having expanded the range over which position can be estimated. 
     
    
    
     EXEMPLARY EMBODIMENT 
     The following provides an explanation of exemplary embodiments of the present invention with reference to the drawings. 
     First Embodiment 
       FIG. 1  is a block diagram showing an example of an information creation device for estimating object position of a first embodiment of the present invention. The information creation device for estimating object position of the first embodiment is provided with 1st to nth image acquisition means  1   a  to  1   n , a data processing device  4 , and a storage device  5  that stores information. 
     Each image acquisition means from 1st image acquisition means  1   a  to nth image acquisition means  1   n  acquires an image of three-dimensional space. For example, each image acquisition means  1   a  to  1   n  is realized by a camera or video camera that generates an image by capturing three-dimensional space. The captured image may be a still image or video image. In the case of having captured a video image as an image of three-dimensional space, each of the image acquisition means  1   a  to  1   n  acquires individual images (frames) of that video image. In addition, each of the image acquisition means  1   a  to  1   n  are arranged so as to capture the three-dimensional space from respectively different directions. Furthermore, the image acquisition means  1   a  to  1   n  are provided separately from capturing means (camera or video camera) that capture three-dimensional space from different directions, and may be composed to acquire individual images from a video image created by each capturing means. The following explanation uses as an example the case of each of the image acquisition means capturing an image in order to simplify the explanation. Each image acquisition means  1   a  to  1   n  acquires simultaneously captured images. Namely, each image acquired by each of the image acquisition means  1   a  to  1   n  is synchronized. 
     The data processing device  4  creates information for estimating the position of a target object (object estimation information) in real space (three-dimensional space) by using images acquired by each of the image acquisition means  1   a  to  1   n . Furthermore, a real object refers to an object for which position is to be estimated. 
     The storage device  5  includes camera parameter storage means  51 , concealment information storage means  52 , real space storage means  53  and object model storage means  54 . 
     The camera parameter storage means  51  preliminarily stores camera parameters for carrying out conversion between two-dimensional coordinates of images acquired with the image acquisition means  1   a  to  1   n  and three-dimensional coordinates of real space for each of the image acquisition means  1   a  to  1   n . Camera parameters include conversion parameters for converting from three-dimensional coordinates in real space to two-dimensional coordinates in images as well as conversion parameters for converting from two-dimensional coordinates in images to three-dimensional coordinates in real space. These conversion parameters enable mutual conversion between two-dimensional coordinates in images and three-dimensional coordinates of read space. Conversion parameters are calculated in advance by preliminarily correlating two-dimensional coordinates on images with three-dimensional images in real space. In addition, the camera parameter storage means  51  may also include storage of three-dimensional coordinates, image capturing direction and the like of each image acquisition means  1   a  to  1   n.    
     The concealment information storage means  52  stores presence information of stationary objects that cause occlusion of a target object. In other words, a stationary object that causes occlusion of a target object refers to a stationary object that conceals the target object. Although examples of stationary objects include objects such as a desk, billboard or pillar that conceals the target object, there are no particular limitations on the type of stationary object. In addition, stationary object presence information refers to information that represents where a stationary object is present. In the first embodiment, information indicating a region where a stationary object appears in an image acquired by the image acquisition means  1   a  to  1   n  is used as stationary object presence information. More specifically, the concealment information storage means  52  stores a binary image, obtained by designating a region where a stationary object appears in an image as a first pixel value and designating another region in an image as a second pixel value, as stationary object presence information. Each pixel of the binary image corresponds to each pixel of an image acquired by image acquisition means. The binary image used as stationary object presence information is preliminarily created by the data processing device  4  for each image acquisition means and then stored in the concealment information storage means  52 . 
       FIG. 2  is an explanatory drawing showing an example of stationary object presence information. Certain image acquisition means acquires an image exemplified in  FIG. 2A . Binary image generation means (not shown) provided by the data processing device  4  generates a binary image (see  FIG. 2B ) by defining pixel values of pixels of regions representing stationary objects in the form of a house and tree in the image exemplified in  FIG. 2A  as “1 (white)” and defining pixel values of other regions as “0 (black)”. The binary image shown in  FIG. 2B  is stored in the concealment information storage means  52  as stationary object presence information corresponding to the image acquisition means that acquired the image exemplified in  FIG. 2A . The concealment information storage means  52  stores such binary images for each image acquisition means. In this example, “1” means that a stationary object is present, while “0” means that a stationary object is not present. 
     In addition, in the case a stationary object moves at a certain time, presence information (binary images) of the stationary object before and after moving is stored in the concealment information storage means  52 , and presence images in which the stationary object is present can be referenced corresponding to the time at which an image of a target object is captured. In the subsequent explanations, presence information, in which the presence or absence of a stationary object is represented by a binary image, is referred to as a stationary object binary image. 
     The real space storage means  53  preliminarily stores the range of real space (three-dimensional space) over which the position of a target object is estimated.  FIG. 3  shows an example of real space in which the position of a target object is estimated. In  FIG. 3  shows a case in which real space in which the position of a target object is estimated is a rectangular cube  91 . The real space storage means  53  may also store the range of an x coordinate, y coordinate and z coordinate of this real space  91 , for example. Alternatively, the real space storage means  53  may store the coordinates of each point contained in the real space  91 , for example. The plurality of points contained in the real space may be a finite number of discrete points. The real space storage means  53  stores information capable of specifying a finite number of points that define a real space. Furthermore, although the rectangular cube  91  is used as an example in  FIG. 3 , the range over which position is estimated is not limited to a rectangular cube. 
     In addition, in the example shown in  FIG. 3 , the x and y coordinates represent a plane, while the z coordinate represents height from the plane. In the present invention, the shape and size of a target object and the height at which the target object is present are retained as known information, and information is generated for estimating the position of the target object in the xy plane. 
     The object model information means  54  stores a model that schematically represents the three-dimensional shape and size of a target object. This model is referred to as an object model. The object model is not required to precisely represent the shape and size of a target object, but rather is only required to schematically represent the external form and size of the target object. For example, in the case the target object is a “standing person”, the object model storage means  54  may store a circular column as the object model.  FIG. 4  is an explanatory drawing showing an example of an object model. The example shown in  FIG. 4  uses as an example a case in which a circular column positioned at a prescribed height from the xy plane is used as an object model of a target object. The height of the object model relative to the xy plane is constant. This value may also be zero. For example, in the case of representing an object model of a person standing in an xy plane of a real space, the height of the object model is zero. In addition, in the case of representing an object model of a balloon suspended at a prescribed height from the xy plane, the height of the object model relative to the xy plane is defined by that prescribed height. The position of the object model in the xy plane is not defined. 
     In addition, although an object model representing a single object is shown in  FIG. 4 , the object model may be divided. 
     The data processing device  4  includes object region acquisition means  41 , score acquisition means  42 , view status determination means  43 , existence probability calculation means  44  and estimation information creation means  45 . 
     The object region acquisition means  41  creates an image indicating a region representing an object in an image acquired by each image acquisition means  1   a  to  1   n . This image is referred to as an object region image. Images acquired by each of the 1st to nth image acquisition means are synchronized. The object region acquisition means  41  respectively creates object region images from each image. The object region acquisition means  41  generates object region images using a method such as background subtraction, frame subtraction or a method described in the following reference document. 
     [Reference Document] 
     Hiroaki Nakai, “Moving Object Detection Method Using Posterior Probability”, Journal of the Information Processing Society of Japan, SIG-CV90-1, Information Processing Society of Japan, 1994 
     In the case of using background subtraction, background image storage means (not shown) is provided that preliminarily stores, for example, a background image that is an image acquired in the absence of a target object for each image acquisition means. The object region acquisition means  41  then calculates a difference in pixels values of corresponding pixels between the image acquired by the image acquisition means and the background image, and generates a binary image determined by carrying out threshold processing on that difference as an object region image. If an object region image is created in this manner, an image is obtained in which the pixel value of the region that represents the background (namely, that other than the target object) becomes 0 while the pixel value of the region representing the target object becomes 1. In the case of using frame subtraction, the object region acquisition means  41  calculates a difference in pixel values of corresponding pixels between consecutive images (frames) in a video image, and generates a binary image determined by carrying out threshold processing on that difference as an object region image. In this case as well, the object region image can be generated in the same manner as background subtraction. 
     In addition, in the case the presence of an object in a certain pixel is determined on the basis of probability, the pixel value of that pixel may be defined as a probability value over a range of 0 to 1. For example, the object region acquisition means  41  may generate an image in which the posterior probability of the presence of a target object is used as a pixel value as in the method described in the above-mentioned reference document. In this case, the object region acquisition means  41  determines the posterior probability of the presence of a target object in each pixel, and then uses that posterior probability as a pixel value. Posterior probability is calculated based on images acquired by the image acquisition means. 
     Here, the object region acquisition means  41  creates an object region image in which the pixel value of each pixel is defined within the range of 0 to 1 (or binary values of 0 and 1) according to background subtraction, frame subtraction or the method described in the above-mentioned reference document. In this case, the score acquisition means  42  defines a score of 0 to 1 as a score to be subsequently described. In addition, the object region image may also be generated by a method other than that described above provided an object region image can be generated in which the pixel value of each pixel is defined within the range of 0 to 1. 
     The score acquisition means  42  sequentially selects image acquisition means, and converts points (x, y, z) within the range of real space stored in the real space storage means  53  to two-dimensional coordinates corresponding to the selected image acquisition means using camera parameters stored in the camera parameter storage means  51 . The score acquisition means  42  specifies a pixel value of a pixel represented by the two-dimensional coordinates from the object region image corresponding to that image acquisition means. Two-dimensional coordinates corresponding to certain image acquisition means refer to two-dimensional coordinates in an image acquired by that image acquisition means. 
     Image acquisition means selected from each of the image acquisition means  1   a  to  1   n  is referred to as “cth image acquisition means” for the sake of convenience. The score acquisition means  42  converts points (x, y, z) in real space to two-dimensional coordinates corresponding to the cth image acquisition means, and specifies a pixel value of the pixel indicated by those two-dimensional coordinates in the object region image calculated for the cth image acquisition means. This pixel value is represented as score sc,x,y,z. A score indicates the degree to which the points (x, y, z) in real space accurately represent an object in an image obtained by the cth image acquisition means. The score acquisition means  42  determines scores sc,x,y,z for each combination of the image acquisition means and points in real space. 
     However, the position indicated by the two-dimensional coordinates may be outside the range of the object region image even if the points in real space have been converted to two-dimensional coordinates corresponding to the image acquisition means. Since each pixel of the object region image corresponds to each pixel of the image acquired by the image acquisition means, if the position indicated by the two-dimensional coordinates after conversion is outside the range of the object region image, this means that the points in real space are not in the field of view when the real space is captured by the image acquisition means. In this case, the score sc,x,y,z is set to a prescribed fixed value indicating that the points in real space are outside the field of view of the image acquisition means. This fixed value is subsequently referred to as an out of range constant. 
     The view status determination means  43  converts points (x, y, z) within the range of real space stored in the real space storage means  53  to two-dimensional coordinates corresponding to each image acquisition means using camera parameters stored in the camera parameter storage means  15 . The view status determination means  43  specifies a pixel value of the pixel indicated by the two-dimensional coordinates from among stationary object binary images (for example,  FIG. 2B ) corresponding to that image acquisition means. 
     Moreover, the view status determination means  43  determines the status of view to each point in real space from each image acquisition means based on the pixel value specified from the stationary object binary images and the scores sc,x,y,z determined for each combination of points (x, y, z) in real space and image acquisition means by the score acquisition means  42 . The view status determination means  43  defines a probability density function of the score sc,x,y,z for each combination of points in real space and the image acquisition means based on the result of this determination. Two types of probability density functions are defined, consisting of that in the case the points (x, y, z) in real space are a target object and the case in which they are not (in the case of not being a target object). In the following explanations, the category used to distinguish between the case of the points (x, y, z) being a target object and the case in which they are not is represented by ωx,y,z, with ωx,y,z=1 meaning that points in real space represent a target object and ωx,y,z=0 meaning that points in real space do not represent a target object (represent a non-target object). In addition, the probability density function of a score sc,x,y,z in each category is respectively represented by p(sc,x,y,z/ωx,y,z=1) and p(sc,x,y,z/ωx,y,z=0). 
       FIG. 5  is an explanatory drawing showing an aspect of defining a probability density function of a score. In  FIG. 5 , three-dimensional real space is represented two-dimensionally. Each point A to E in  FIG. 5  is a point in real space, and a stationary object  95  is present in the real space. In addition, a stationary object binary image  92  is indicated schematically in  FIG. 5 . In  FIG. 5 , a portion  93  indicated with diagonal lines is a region of the stationary object binary image  92  that represents the stationary object. 
     When the view status determination means  43  converts the three-dimensional coordinates of point A (see  FIG. 5 ) to two-dimensional coordinates corresponding to image acquisition means  1   c , since those two-dimensional coordinates are outside the range of the object region image, the score of point A is defined to be an out of range constant. In the case a score is an out of range constant in this manner, the image acquisition means  1   c  is in a state in which it is unable to capture (unable to view) the point A. Namely, the point A is outside the field of view of the image acquisition means  1   c , the status of view from the image acquisition means  1   c  to the point A is not satisfactory, and a determination as to whether the point A is an object or non-object cannot be carried out even if a score is used that has been calculated for the combination of the image acquisition means  1   c  and the point A. In this manner, in the case a score is an out of range constant, the view status determination means  43  determines that the status of view to the point A from the image acquisition means  1   c  is not satisfactory, and defines a function having a uniform distribution for the probability density function in the case the point A is a target object and in the case it is a non-object. 
     The view status determination means  43  converts the three-dimensional coordinates of point B (see  FIG. 5 ) to two-dimensional coordinates corresponding to the image acquisition means  1   c , and references a pixel of the stationary object binary image  92  indicated by those coordinates. Whereupon, the pixel value indicates that there is no stationary object. In this case, this means that the image acquisition means  1   c  is able to capture (able to view) the point B. Namely, a stationary object is not present in the direction of view from the image acquisition means  1   c  to the point B, and the status of view to the point B from the image acquisition means  1   c  is satisfactory. More specifically, under circumstances such that the image acquisition means  1   c  is able to view a target object if the target object is present at the point B and unable to view the target object if it is not present at the point B, a score calculated with respect to the combination of the image acquisition means  1   c  and the point B, namely the score sc,x,y,z determined for the point B, functions effectively. In this manner, in the case the pixel of the stationary object binary image  92  corresponding to coordinates following conversion indicates that a stationary object is not present, the view status determination means  43  determines that the status of view to the point B from the image acquisition means  1   c  is satisfactory. The view status determination means  43  defines a function in which the probability density function p(sc,x,y,z/ωx,y,z=1) of the score in the case point B is a target object becomes greater the closer the score sc,x,y,z is to 1. In addition, the view status determination means  43  defines a function in which the probability density function p(sc,x,y,z/ωx,y,z=0) of the score in the case point B is not a target object becomes greater the closer the score sc,x,y,z is to 0. Examples of these two types of score probability density functions are shown in  FIG. 6 . In  FIGS. 6A and 6B , scores are plotted on the horizontal axes and probabilities of scores being obtained are plotted on the vertical axes. 
       FIG. 6A  is an example of the score probability density function p(sc,x,y,z/ωx,y,z=1) in the case a target object is present. In the case the target object is present at point (x, y, z), the probability of that score increases as the value of the score approaches 1. Accordingly, the view status determination means  43  defines a probability density function in which the value of p(sc,x,y,z/ωx,y,z=1) increases as the value of sc,x,y,z approaches 1 and the value of p(sc,x,y,z/ωx,y,z=1) decreases as the value of sc,x,y,z approaches 0. In addition,  FIG. 6B  is an example of the score probability density function p(sc,x,y,z/ωx,y,z=0) in the case a target object is not present. In the case the target object is not present at point (x, y, z), the probability of that score decreases as the value of the score approaches 1. Accordingly, the view status determination means  43  defines a probability density function in which the value of p(sc,x,y,z/ωx,y,z=0) decreases as the value of sc,x,y,z approaches 1 and the value of p(sc,x,y,z/ωx,y,z=0) increases as the value of sc,x,y,z approaches 0. In addition, the view status determination means  43  defines p(sc,x,y,z/ωx,y,z=1), p(sc,x,y,z/ωx,y,z=1) in which the overall integral value of the probability density functions becomes 1. The view status determination means  43  may also estimate this function by learning. In addition, a function that satisfies the above-mentioned conditions based on expertise and experience may also be retained in advance in the view status determination means  43 . In addition, in the case of preliminarily retaining the score probability density functions shown in  FIG. 6 , individual functions may also be retained for each image acquisition means. 
     The view status determination means  43  converts three-dimensional coordinates of point C (see  FIG. 5 ) to two-dimensional coordinates corresponding to the image acquisition means  1   c , and references a pixel of the stationary object binary image  92  indicated by those coordinates. The pixel value indicates that a stationary object is present. In addition, a threshold value th is preliminarily defined for determining whether a target object is present at a point in real space or whether the presence of absence of a target object is unknown at that point. In the case the pixel value of the pixel of the stationary object binary image  92  specified from the point C indicates that a stationary object is present and the score at that point C is equal to or greater than the threshold value th, then the point C is a target object and view status is satisfactory in that the image acquisition means  1   c  is able to view the target object at the point C. Thus, the score sc,x,y,z determined for the point C functions effectively. In this manner, in the case a stationary object is present and a score is equal to or greater than th, the view status determination means  43  determines that the status of view to the point C from the image acquisition means  1   c  is satisfactory, and defines the score probability density functions shown in the previously described  FIG. 6 . Namely, using the score probability density function p(sc,x,y,z/ωx,y,z=1) in the case a target object is present, the view status determination means  43  defines a function in which the function value increases as the score value approaches 1, the function value decreases as the score value approaches 0, and the overall integral value of the probability density functions is 1. Similarly, using the score probability density function p(sc,x,y,z/ωx,y,z=0) in the case a target object is not present, the view status determination means  43  defines a function in which the function value decreases as the score value approaches 1, the function value increases as the score value approaches 0, and the overall integral value of the probability density functions is 1. 
     With respect to points D and E as well, the view status determination means  43  converts to two-dimensional coordinates corresponding to the image acquisition means  1   c  and references the pixel of the stationary object binary image  92  indicated by those coordinates. The pixel value indicates that a stationary object is present. In addition, here the scores of points D and E are less than th. In this manner, in the case a stationary object is present and a score is less than th, since the point in real space is positioned in front of a stationary object and that point is not a target object, and since a target object at that point cannot be viewed from the image acquisition means  1   c  or the point in real space is positioned behind a stationary object when viewed from the image acquisition means  1   c , thereby causing the point to be concealed by the object, view status is unclear in that whether or not an object is present at that point cannot be determined. Namely, in the case a stationary object is present and the score is less than th, it is unclear as to whether a target object is at a point in front of the stationary object as with point D or whether a point is concealed by the stationary object as with point E. Thus, the score sc,x,y,z in such a case cannot be used effectively. In this manner, in the case a stationary object is present and the score is equal to or greater than th, the view status determination means  43  determines view status to be unclear, defines a function having a uniform distribution as the score probability density function in the case a point is a target object and in the case a point is not a target object. 
     In addition, when defining the score probability density function in the case a point is an object and in the case a point is a non-object, the probability density function corresponding to the score value may be determined without comparing the score and threshold value. The following provides an explanation of the case in which the score probability density function is determined without using a threshold value. Here, the view status determination means  43  determines that a stationary object is present. At this time, the view status determination means  43  may determine the probability density function by changing the difference between the function value when the score is 0 and the function value when the score is 1 (to be referred to as the range of variation) corresponding to the score value. R 1  and R 2  in  FIG. 6  indicates ranges of variation. The view status determination means  43  determines a probability density function having a large range of variation for the probability density function the larger the score value determined by the score acquisition means  42 , and determines a probability density function having a small range of variation for the probability density function the smaller the score value. 
     More specifically, the view status determination means  43  determines a function for the score probability density function in the case a point is an object in which the function value increases as the score value approaches 1, the function value decreases as the score value approaches 0, and the overall integral value of the probability density functions is 1 (see  FIG. 6A ). However, the view status determination means  43  determines a probability density function having a large range of variation R 1  the larger the score value determined by the score acquisition means  42 , and determines a probability density function having a small range of variation R 1  the smaller the score value. Similarly, the view status determination means  43  determines a function for the score probability density function in the case a point is not an object in which the function value decreases as the score value approaches 1, the function value increases as the score value approaches 0, and the overall integral value of the probability density functions is 1 (see  FIG. 6B ). However, the view status determination means  43  determines a probability density function having a large range of variation R 2  the larger the score value determined by the score acquisition means  42 , and determines a probability having small range of variation R 2  the smaller the score value. Probability density functions of each range of variation corresponding to score values may be preliminarily retained in the view status determination means  43 , and a probability density function corresponding to a score value may be selected from among the probability density functions retained by the view status determination means  43 . Alternatively, a probability density function corresponding to a score value may also be determined by learning. 
     Furthermore, there are no particular limitations on the range of variation of a probability density function when the view status determination means  43  has determined that there are no stationary objects. A probability density function estimated by learning may be used as previously explained, or a preliminarily defined probability density function may be used. 
     As a result of determining the probability density function of a score by continuously changing a range of variation corresponding to the score value in this manner, information can be created for accurately estimating position. In addition, the threshold value th can be omitted from parameters used to determine probability density function. 
     Determination of the probability density function of a score corresponding to the result of determination of view status in the case a point is a target object and in the case it is a non-object means that, if the view from the image acquisition means  1   c  to a point in real space can be reliably secured, the score is dependable and is actively used, if the view cannot be reliably secured, the score is not used, and if a stationary object is present, the score is either used corresponding to the value of the score or the score is not actively used. Determination of whether a point in real space that does not use a score is an object or non-object is carried out based on information obtained from other image acquisition means. 
     The existence probability calculation means  44  calculates the posterior probability of the presence of a target object at (x,y,z) and the posterior probability of the absence of a target object at (x, y, z) using the score sc,x,y,z obtained from the score acquisition means  42  and the score probability density functions p(sc,x,y,z/ωx,y,z=1), p(sc,x,y,z/ωx,y,z=0) in the cases of object/non-object obtained from the view status determination means  43  for each point (x,y,z) within the range of the real space stored in the real space storage means  53 . More specifically, posterior probability is determined by carrying out the calculations indicated in the following formula (1). 
     
       
         
           
             
               
                 
                   
                     
                       
                         
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     According to formula (1), status regarding the presence of a target object at point (x,y,z) can be ascertained by determining posterior probability P(ωx,y,z/s1,x,y,z, . . . sn,x,y,z). 
     In formula (1), P(ωx,y,z) is the prior probability of the presence of a target object or the prior probability of the absence of a target object, and may have a value of 0.5. Alternatively, the value of P(ωx,y,z) may also be set on the basis of expertise. In addition, p(s1,x,y,z, . . . sn,x,y,z) indicated in formula (1) is the joint probability of scores obtained for each of the image acquisition means  1   a  to  1   n , and is independent of the object/non-object category. 
     In the case of calculating the posterior probability of the presence of a target object at (x,y,z), the existence probability calculation means  44  uses p(sc,x,y,z/ωx,y,z=1) for the term p(sc,x,y,z/ωx,y,z) in the denominator of formula (1). In addition, in the case of calculating the posterior probability of the absence of a target object at (x,y,z), the existence probability calculation means  44  uses p(sc,x,y,z/ωx,y,z=0) for the term (p(sc,x,y,z)/ωx,y,z) in the denominator of formula (1). 
     The estimation information creation means  45  determines object information V(x,y,z) indicating whether or not a target object is present at a point (x,y,z) in real space for each point from the posterior probability determined by calculation of formula (1) by the existence probability calculation means  44 . If V(x,y,z)=1, this means that a target object is present at (x,y,z), while if V(x,y,z)=0, this means that a target object is not present at (x,y,z). The estimation information creation means  45  compares the posterior probability of the presence of a target object at (x,y,z) with the posterior probability of the absence of a target object. If the posterior probability of the presence of a target object is larger, the estimation information creation means  45  determines that a target object is present at point (x,y,z) and determines that V(x,y,z)=1. In addition, if the two posterior probabilities are equal or the posterior probability of the absence of a target object is greater, the estimation information creation means  45  determines that a target object is not present at point (x,y,z), and determines that V(x,y,z)=0. 
     In addition, in the case the number of probability density functions among the n number of probability density functions corresponding to each of the image acquisition means  1   a  to  1   n  of the case the field is unable to be reliably secured (probability density functions having a uniform distribution) is equal to or greater than a fixed number, whether or not an object is present at a point in real space may be treated as being unable to be accurately determined, and V(x,y,z) may be treated as being equal to 0. 
     The estimation information creation means  45  respectively selects coordinates (x,y) of each point in the xy plane of real space, and allocates an object model at the selected position. Namely, when an object model is allocated to the selected position, the space occupied by the object model is specified. When (x,y) has been selected, the space occupied by the object model is defined as M(x,y). When the estimation information creation means  45  has selected an allocation position (x,y) for the object model, it elects object information V(x,y,z) of a point belonging to the space M(x,y) occupied by the object model. This election consists of adding values corresponding to each point in space in a certain space, and in this case, adds the value of V(x,y,z). The result of this election (namely, the result of addition) is expressed as v(x,y). The election result in the form of v(x,y) serves as position estimation information, and the estimation information creation means  45  calculates the position estimation information v(x,y) for each point in the xy plane of real space. 
     The estimation information creation means  45  carries out election by carrying out the calculation indicated in the following formula (2).
 
 v ( x,y )=Σ x′,y′,z′εM(x,y)   V ( x′,y′,z′ )  (2)
 
     In formula (2), (x′,y′,z′) indicates the coordinates of each point belonging to the space M(x,y) occupied by the object model. 
     In addition, the posterior probability p(ωx,y,z=1/sc,x,y,z) calculated by the existence probability calculation means  44  indicates the probability of an object being present at a point in real space. Accordingly, in the case of carrying out election, the posterior probability of the presence of a target object may be elected instead of the object information V(x,y,z). In this case, the estimation information creation means  45  carries out election by carrying out the calculation indicated in the following formula (3).
 
 v ( x,y )=Σ x′,y′,z′εM(x,y)   P (ω x′,y′,z′ =1 |s   1,x′,y′,z′   , . . . ,s   n,x′,y′,z′ )  (3)
 
     As has been described above, (x′,y′,z′) indicates the coordinates of each point belonging to the space M(x,y) occupied by the object model. 
     Where a target object is present in the xy plane of real space can be estimated from v(x,y) determined for each point in the xy plane. For example, object position can be estimated by carrying out, for example, threshold processing, labeling or calculation of center of gravity on v(x,y) determined for each position. 
     Next, an explanation is provided of operation. 
       FIG. 7  is a flow chart showing an example of the course of processing of the present invention. Each of the image acquisition means from the 1st image acquisition means  1   a  to the nth image acquisition means  1   n  captures a video image of real space from respectively different directions to acquire individual images from the video image. The images acquired by each of the image acquisition means  1   a  to  1   n  are images captured at the same point in time. Namely, the images are synchronized. The object region acquisition means  41  then acquires each synchronized image from each of the image acquisition means  1   a  to  1   n  (Step S 1 ). For example, images from each of the image acquisition means  1   a  to  1   n  are input to the object region acquisition means  41 . Next, the object region acquisition means  41  creates object region images from the images acquired from each of the image acquisition means  1   a  to  1   n  (Step S 2 ). As was previously explained, the object region acquisition means  41  creates the object region images by, for example, background subtraction, frame subtraction or the method described in the above-mentioned reference document. Alternatively, object region images may also be created using other methods. 
     Next, the score acquisition means  42  determines a score sc,x,y,z for each combination of the image acquisition means and point in real space (Step S 3 ).  FIG. 8  is a flow chart indicating an example of the course of processing of Step S 3 . The following provides an explanation of Step S 3  with reference to  FIG. 8 . 
     In Step S 3 , the score acquisition means  42  selects one point from the range of real space stored in the real space storage means  53  (Step S 301 ). The selected point is defined as (x,y,z). Moreover, the score calculation means  42  selects one image acquisition means from among each of the 1st to nth image acquisition means  1   a  to  1   n  (Step S 302 ). Here, the selected image acquisition means is the cth image acquisition means. 
     Next, the score acquisition means  42  converts the selected point (x,y,z) to two-dimensional coordinates corresponding to the cth image acquisition means (namely, two-dimensional coordinates in the image acquired by the cth image acquisition means) using camera parameters of the cth image acquisition means among the camera parameters stored in the camera parameter storage means  51  (Step S 303 ). This processing can be said to be processing in which the selected point (x,y,z) is projected onto the object region image corresponding to the cth image acquisition means. 
     Next, the score acquisition means  42  determines whether or not the point of the two-dimensional coordinates converted from point (x,y,z) in Step S 303  is outside the range of the object region image (Step S 304 ). If the point of the two-dimensional coordinates converted from point (x,y,z) is outside the range of the object region image (Yes in Step S 304 ), the score acquisition means  42  treats the value of the score sc,x,y,z relating to the pair consisting of the selected point (x,y,z) and the cth image acquisition means as being an out of range constant (Step S 305 ). In addition, if the point of the two-dimensional coordinates converted from point (x,y,z) is within the range of the object region image (No in Step S 304 ), the score acquisition means  42  defines the pixel values of pixels within the object region image indicated by the two-dimensional coordinates as the score sc,x,y,z (Step S 306 ). 
     Following completion of Step  305  or Step  306 , the score acquisition means  42  determines whether or not all image acquisition means have been selected (Step S 307 ). If there are image acquisition means remaining that have not been selected (No in Step S 307 ), the score acquisition means  42  newly selects image acquisition means and repeats the processing starting in Step S 302 . As a result of this loop processing, scores are determined for each combination of selected point (x,y,z) and each image acquisition means. 
     In the case all image acquisition means have been selected (Yes in Step S 307 ), the score acquisition means  42  determines whether or not all points within the range of the real space stored in the real space storage means  53  have been selected (Step S 308 ). If there are points remaining that have not been selected (No in Step S 308 ), the score acquisition means  42  newly selects a point in real space and repeats the processing starting in Step S 301 . As a result of this loop processing, a score is determined for each combination of the point in real space and the image acquisition means. Step S 3  (score acquisition processing) ends once all points in real space have been selected (Yes in Step S 308 ). 
     Following completion of Step S 3  (see  FIG. 7 ), the view status determination means  43  determines the status of view to each point in real space from each of the image acquisition means  1   a  to  1   n , and on the basis of the result of that determination, determines score probability density functions corresponding to a combination of the point in real space and the image acquisition means (Step S 4 ). At this time, the score probability density function p(sc,x,y,z/ωx,y,z=1) in the case a target object is present at the position of a point in real space and the probability density function p(sc,x,y,z/ωx,y,z=0) in the case a target object is not present are determined for the score probability density functions.  FIG. 9  is a flow chart showing an example of the course of processing of Step S 4 . The following provides an explanation of Step S 4  with reference to  FIG. 9 . 
     In Step S 4 , the view status determination means  43  selects one point from within the range of the real space stored in the real space storage means  53  (Step S 401 ). The selected point is defined as (x,y,z). Moreover, the view status determination means  43  selects one image acquisition means from among each of the 1st to nth image acquisition means  1   a  to  1   n  (Step S 402 ). Here, the selected image acquisition means is the cth image acquisition means. 
     Next, the view status determination means  43  converts the selected point (x,y,z) to two-dimensional coordinates corresponding to the cth image acquisition means using camera parameters corresponding to the cth image acquisition means among the camera parameters stored in the camera parameter storage means  51  (Step S 403 ). A stationary object binary image corresponding to the cth image acquisition means is also in accordance with this two-dimensional coordinate system. Accordingly, this processing can be said to be processing in which the selected point (x,y,z) is projected onto a stationary object binary image corresponding to the cth image acquisition means. 
     Next, the view status determination means  43  determines whether or not the point of the two-dimensional coordinates converted from the point (x,y,z) in Step S 403  is outside the range of the stationary object binary image corresponding to the cth image acquisition means (Step S 404 ). If the point of the two-dimensional coordinates converted from the point (x,y,z) is outside the range of the stationary object binary image (Yes in Step S 404 ), the view status determination means  43  defines a function having a uniform distribution as the score probability density function in the case in which the selected point is a target object and in the case it is not a target object (Step S 405 ). 
     In addition, if the point of the two-dimensional coordinates converted from the point (x,y,z) is within the range of the stationary object binary image (No in Step S 404 ), the view status determination means  43  reads the pixel values of pixels of the stationary object binary image indicated by the two-dimensional coordinates converted from the point (x,y,z) from the concealment information storage means  52 , and determines whether or not the pixels values are values indicating the presence of a stationary object (Step S 407 ). 
     If the pixel values of pixels of the stationary object binary image are values indicating that a stationary object is not present (No in Step S 407 ), the view status determination means  43  defines the score probability density functions respectively exemplified in  FIGS. 6A and 6B  as score probability density functions in the case the selected point is a target object and in the case it is not a target object (Step S 408 ). In Step S 408 , the view status determination means  43  defines a function for the score probability density function p(sc,x,y,z/ωx,y,z=1) of the case in which the selected point is a target object in which the function value increases as the score value approaches 1, the function value decreases as the score value approaches 0, and the overall integral value of the probability density functions is 1. In addition, the view status determination means  43  defines a function for the score probability density function p(sc,x,y,z/ωx,y,z=0) in the case the selected point is not a target object in which the function value decreases as the score value approaches 1, the function value increases as the score value approaches 0, and the overall integral value of the probability density functions is 1. 
     In addition, if pixel values of pixels of the stationary object binary image are values indicating that a stationary object is present as a result of the determination of Step S 407  (Yes in Step S 407 ), the score sc,x,y,z corresponding to the combination of the selected point (x,y,z) and the cth image acquisition means is acquired (Step S 409 ). For example, each score may be retained by the score acquisition means  42  in Step S 3 , and the view status determination means  43  may be read the score sc,x,y,z corresponding to the selected point and image acquisition means. Continuing, the view status determination means  43  determines whether the acquired score sc,x,y,z is equal to or greater than the threshold value th (Step S 410 ). 
     If the score sc,x,y,z is equal to or greater than the threshold value th as a result of the determination of Step S 410  (Yes in Step S 410 ), the view status determination means  43  respectively defines the score probability density functions exemplified in  FIGS. 6A and 6B  as score probability density functions in the case the selected point is a target object and in the case the selected point is not a target object (Step S 408 ). In addition, if the score sc,x,y,z is less than the threshold value th (No in Step S 410 ), the view status determination means  43  defines a function having a uniform distribution as the score probability density function in the case the selected point is a target object and in the case the selected point is not a target object (Step S 405 ). 
     Following completion of Step S 405  or Step S 408 , the view status determination means  43  determines whether or not all image acquisition means have been selected (Step S 411 ). If there are image acquisition means remaining that have not been selected (No in Step S 411 ), the view status determination means  43  newly selects image acquisition means and repeats the processing starting in Step S 402 . As a result of this loop processing, score probability density functions are determined for each combination of selected point (x,y,z) and each image acquisition means. 
     In the case all image acquisition means have been selected (Yes in Step S 411 ), the view status determination means  43  determines whether or not all points within the range of the real space stored in the real space storage means  53  have been selected (Step S 412 ). If there are points remaining that have not been selected (No in Step S 412 ), the view status determination means  43  newly selects a point in real space and repeats the processing starting in Step S 401 . As a result of this loop processing, a score probability density function is determined for each combination of the point in real space and the image acquisition means. Step S 4  ends once all points in real space have been selected (Yes in Step S 412 ). 
     Following completion of Step S 4  (see  FIG. 7 ), the existence probability calculation means  44  calculates the posterior probability of a target object being present at (x,y,z) and the posterior probability of a target object not being present at (x,y,z) for each point within the range of the real space stored in the real space storage means  53  using the score sc,x,y,z defined by the score acquisition means  42  and the score probability density functions p(sc,x,y,z/ωx,y,z=1) and p(sc,x,y,z/ωx,y,z=0) defined by the view status determination means  43  (Step S 5 ). 
     Next, the estimation information creation means  45  selects coordinates (x,y) for each point in the xy plane of the real space. The estimation information creation means  45  then calculates position estimation information v(x,y) by allocating an object model to the selected position and electing object information in space M(x,y) occupied by the object model (Step S 6 ).  FIG. 10  is a flow chart showing an example of the course of processing of Step S 6 . The following provides an explanation of Step S 6  with reference to  FIG. 10 . 
     The estimation information creation means  45  selects one point (x,y,z) from within the range of the real space stored in the real space storage means  53 , compares the posterior probability of a target object being present and the posterior probability of a target object not being present at that point, and determines whether or not the posterior probability of a target object being present is greater than the posterior probability of a target object not being present (Step S 601 ). 
     If the posterior probability of a target object being present is greater than the posterior probability of a target object not being present (Yes in Step S 601 ), the estimation information creation means  45  determines that a target object is present at the selected point, and sets the value of the object information V(x,y,z) at the selected point to 1 (Step S 602 ). In addition, if the posterior probability of a target object being present is equal to or less than the posterior probability of a target object not being present (No in Step S 601 ), the estimation information creation means  45  determines that a target object is not present at the selected point, and sets the value of the object information V(x,y,z) of the selected point to 0 (Step S 603 ). 
     Following completion of Step S 602  or Step S 603 , the estimation information creation means  45  determines whether or not object information V(x,y,z) has been determined for all points within the range of the real space stored in the real space storage means  53  (Step S 604 ). If there are points for which V(x,y,z) has not been determined (No in Step S 604 ), the estimation information creation means  45  selects an unselected point and repeats the processing starting in Step S 601 . 
     If V(x,y,z) has been determined for all points (Yes in Step S 604 ), the estimation information creation means  45  selects one point from the xy plane of the real space and allocates an object model to that position (Step S 605 ). Namely, the space M(x,y) occupied by the object model is specified when an object model has been allocated to the position of a selected point. 
     Next, the estimation information creation means  45  calculates position estimation information v(x,y) at the selected position in the xy plane by electing the object information V(x,y,z) of each point belonging to the space M(x,y) occupied by the object model (Step S 606 ). In this example, v(x,y) is calculated by carrying out the calculation of formula (2). 
     Next, the estimation information creation means  45  determines whether or not v(x,y) has been calculated for all points in the xy plane in real space (Step S 607 ). If there are points for which v(x,y) has not been calculated (No in Step S 607 ), the estimation information creation means  45  selects an unselected point from the xy plane and repeats the processing starting from Step S 605 . In addition, if there are no points for which v(x,y) has not been calculated (Yes in Step S 607 ), the processing of Step S 6  (see  FIG. 7 ) ends. 
     According to Step S 6 , position estimation information v(x,y) is obtained for each point in the xy plane of real space. Since the value of v(x,y) increases the closer to the position where a target object is present, the position where a target object is present can be estimated from the v(x,y) of each point. 
     In addition, although the flow chart shown in  FIG. 10  indicates the case in which position estimation information v(x,y) is calculated by electing object information V(x,y,z), the estimation information creation means  45  may also calculate position estimation information v(x,y) by electing a posterior probability of the presence of a target object that has been calculated in Step S 5 . 
     The information creation device for estimating object position of the present embodiment projects points in real space onto an object region image corresponding to the image acquisition means or a stationary object binary image representing the presence of a stationary object that conceals a target object. The status of view to the point in real space from the image acquisition means is then determined using information obtained by that projection. In the case a view can be reliably secured, information of the object region image is actively used to determine an existence probability of an object at the point in real space and calculate position estimation information. As a result of being configured in this manner, position estimation information can be created with only information from image acquisition means able to secure a view without having to use information from all image acquisition means, and that position estimation information can be used to estimate position. In addition, since position can be estimated using position estimation information v(x,y) created by the information creation device for estimating object position of the present invention, the position of an object can be estimated not only in a region where all fields of the image acquisition means overlap, but even in regions where only a portion of the fields of the image acquisition means overlap, thereby making it possible to expand the range over which position can be estimated. In addition, by projecting onto a stationary object binary image representing the presence of a stationary object that conceals a target object, view status can be determined by using information obtained from that projection, thereby enabling the stable creation of position estimation information even if a stationary object is present that conceals a target object. 
     In addition, in the present invention, in addition to a binary value corresponding to the presence or absence of an object, an intermediate value corresponding to the probability of the presence of an object can be treated as a pixel value of each pixel of an object region image determined in Step S 2 . Consequently, it is not necessary to determine pixel values of the object region image for any of the binary values corresponding to the presence or absence of an object in the early stage of processing (Step S 2 ), but rather a presence probability can be determined using a large amount of information consisting of object region images corresponding to each image acquisition means when determining the presence probability of an object in real space, thereby making it possible to create highly accurate position estimation information. 
     Second Embodiment 
       FIG. 11  is a block diagram showing an example of an information creation device for estimating object position of a second embodiment of the present invention. The same reference symbols are used to indicate those constituents of the second embodiment that are similar to those of the first embodiment, and explanations thereof are omitted. The information creation device for estimating object position of the second embodiment is provided with 1st to nth image acquisition means  1   a  to  1   n , the data processing device  4  and the storage device  5  that stores information. 
     The storage device  5  includes the camera parameter storage means  51 , concealment information storage means  52   a , the real space storage means  53  and the object model storage means  54 . The camera parameter storage means  51 , the real space storage means  53  and the object model storage means  54  are the same as in the first embodiment. Furthermore, in the present embodiment, the camera parameter storage means  51  stores information such as the three-dimensional positions and image capturing direction of each of the image acquisition means  1   a  to  1   n  in real space. 
     The concealment information storage means  52   a  stores presence information of stationary objects that cause occlusion of a target object. In the present embodiment, the concealment information storage means  52   a  preliminarily stores the presence information of stationary objects as information of a three-dimensional region occupied by a stationary object in real space (three-dimensional shapes and positions of stationary objects). In the case a stationary object moves at a certain time, the three-dimensional shape and position of the stationary object before and after moving are stored in the concealment information storage means  52   a , and the three-dimensional shape and position of the stationary object can be referenced corresponding to the time at which an image of a target object is captured. 
     The three-dimensional shape and position of a stationary object may also be determined by generating a stationary object binary image exemplified in  FIG. 2B  from images acquired by each of the 1st to nth image acquisition means, for example, and calculating the three-dimensional shape and position of the stationary object from the intersections of the view volumes of each binary image. The three-dimensional shape and position of the stationary object may also be stored in the concealment information storage means  52   a.    
     The data processing device  2  includes the object region acquisition means  41 , the score acquisition means  42 , view status determination means  43   a , the existence probability calculation means  44  and the estimation information creation means  45 . The object region acquisition means  41 , the score acquisition means  42 , the existence probability calculation means  44  and the estimation information creation means  45  are the same as in the first embodiment. 
     In the present embodiment, the view status determination means  43   a  determines whether or not a stationary object represented by information stored in the concealment information storage means  52   a  is present between each point (x,y,z) within the range of real space and each of the image acquisition means  1   a  to  1   n.    
     The view status determination means  43   a  calculates three-dimensional coordinates in real space using conversion parameters for converting from two-dimensional coordinates in an image acquired by selected image acquisition means to three-dimensional coordinates in real space. When carrying out this calculation, the view status determination means  43   a  is able to calculate three-dimensional coordinates in real space having a z coordinate by designating the z coordinate in real space. The view status determination means  43   a  calculates each coordinate value from the position of the presence of the image acquisition means to a selected point by designating z coordinates in order starting from the z coordinate of the position of the presence of the image acquisition means in real space to the z coordinate of the selected point. The view status determination means  43   a  then determines whether or not a coordinate corresponding to the inside of a stationary object is present among each of the coordinates. 
     In addition, the view status determination means  43   a  acquires information indicating whether or not the position indicated by two-dimensional coordinates is within an object region image when a selected point has been converted to two-dimensional coordinates corresponding to image acquisition means. The view status determination means  43   a  acquires a score, for example, for use as this information. If the score value is an out of range constant, the position of the two-dimensional coordinates after conversion is determined to be outside the object region image, while if the score value is not an out of range constant, the position of the two-dimensional coordinates after conversion is judged to be within the object region image. 
     In addition, the view status determination means  43   a  determines the status of view to a point in real space from image acquisition means by using the result of determining whether or not the position of two-dimensional coordinates obtained by converting a selected point to two-dimensional coordinates corresponding to image acquisition means is within an object region image and the result of determining whether or not a stationary object is present between image acquisition means and the selected point. Moreover, the view status determination means  43   a  defines probability density functions of the score sc,x,y,z for each combination of the point in real space and the image acquisition means based on the results of this determination. In the present embodiment as well, the view status determination means  43   a  defines the score probability density function p(sc,x,y,z/ωx,y,z=1) in the case a point (x,y,z) in real space is a target object and the score probability density function p(sc,x,y,z/ωx,y,z=0) in the case the point (x,y,z) in real space is not a target object (non-object). 
       FIG. 12  is an explanatory drawing indicating an aspect of defining score probability density functions in the second embodiment. In  FIG. 12 , three-dimensional space is represented two-dimensionally. Each point A to D in  FIG. 12  is a point in real space, and the stationary object  95  is present in the real space. In addition, an object region image  97  is indicated schematically in  FIG. 12 . The range indicated with diagonal lines in  FIG. 12  is a range in which the image acquisition means  1   c  is unable to capture an image as a result of the image being concealed by the stationary object  95 . 
     In the case of having converted three-dimensional coordinates of point A (see  FIG. 12 ) to two-dimensional coordinates corresponding to the image acquisition means  1   c , the two-dimensional coordinates are outside the range of the object region image. In this case, the view status determination means  43   a  determines that the point A cannot be captured (cannot be viewed) from the image acquisition means  1   c . Namely, the view status is determined to not be satisfactory. In this case, since whether the point A is an object or non-object cannot be determined even if the score sc,x,y,z is used, the view status determination means  43   a  defines a function having a constant distribution for the score probability density function in the case the point A is a target object and in the case it is a non-object. 
     In the case of having converted three-dimensional coordinates of points B and C (see  FIG. 12 ) to two-dimensional coordinates corresponding the image acquisition means  1   c , the two-dimensional coordinates are within the range of the object region image. In addition, the view status determination means  43   a  determines that a stationary object is not present between points B and C and the image acquisition means  1   c . In this manner, in the case two-dimensional coordinates are within the range of an object region image, and a stationary object is not present between a point and the image acquisition means  1   c , the view status determination means  43   a  determines that the point can be captured (can be viewed) from the image acquisition means  1   c . Namely, the view status is determined to be satisfactory. In this case, the score sc,x,y,z determined for point B functions effectively. At this time, the view status determination means  43   a  defines a function for the probability density function p(sc,x,y,z/ωx,y,z=1) of the score in the case the point is a target object in which the function value increases as the score sc,x,y,z approaches 1 and the function value decreases as the score sc,x,y,z approaches 0. In addition, the view status determination means  43   a  defines a function for the probability density function p(sc,x,y,z/ωx,y,z=0) of the score in the case the point is not a target object in which the function value decreases as the score sc,x,y,z approaches 1 and increases as the score sc,x,y,z approaches 0. In addition, the view status determination means  43   a  defines a function for p(sc,x,y,z/ωx,y,z=1), p(sc,x,y,z/ωx,y,z=1) in which the overall integral value of the probability density functions becomes 1. Similar to the first embodiment, the view status determination means  43   a  may also estimate these functions by learning. Alternatively, these functions may also be retained in advance. In addition, the score probability density functions may be modified corresponding to the situation of each image acquisition means. 
     In the case of having converted three-dimensional coordinates of point D (see  FIG. 12 ) to two-dimensional coordinates corresponding to the image acquisition means  1   c , the two-dimensional coordinates are within the range of the object region image. In addition, the view status determination means  43   a  determines that a stationary object is present between the point D and the image acquisition means  1   c . In this manner, in the case two-dimensional coordinates are within the range of an object region image and a stationary object is present between a point and the image acquisition means  1   c , the view status determination means  43   a  determines that the point cannot be captured (cannot be viewed) from the image acquisition means  1   c . Namely, the view status is determined to not be satisfactory. In this case, since it cannot be determined whether the point D is an object or non-object even if the score sc,x,y,z is used, the view status determination means  43   a  defines a function having a uniform distribution for the score probability density functions in the case the point is a target object and in the case the point is a non-object. 
     In the present embodiment as well, determination of score probability density functions in the case a point is an object and in the case a point is a non-object corresponding to the result of determination of view status means that, if the view from the image acquisition means  1   c  to a point in real space can be reliably secured, the score is dependable and is actively used, and in the case a view cannot be secured, determination of whether a point is an object or non-object is carried out based on information obtained from other image acquisition means. 
     Next, an explanation is provided of operation of the present embodiment. 
     The information creation device for estimating object position of the present embodiment also carries out the processing of Steps S 1  to S 6  shown in  FIG. 7 . However, the course of processing of Step S 4  differs from that of the first embodiment. Since the operation of Steps S 1  to S 3  and Steps S 5  and S 6  is the same as in the first embodiment, explanations thereof are omitted. 
     The following provides an explanation of processing for determining score probability density functions by determining view status (Step S 4 ) in the second embodiment.  FIG. 13  is a flow chart showing an example of the course of processing of Step S 4  in the second embodiment. 
     In Step S 4 , the view status determination means  43   a  selects one point from within the range of real space stored in the real space storage means  53  (Step S 461 ). The selected point is defined as (x,y,z). Next, the view status determination means  43   a  selects one image acquisition means from among each of the 1st to nth image acquisition means  1   a  to  1   n  (Step S 462 ). Here, the selected image acquisition means is the cth image acquisition means. 
     Next, the view status determination means  43   a  acquires from the score acquisition means  42  information indicating whether or not the selected point (x,y,z) within the range of real space can be projected within an object region image (Step S 463 ). This information indicates whether or not a position indicated by two-dimensional coordinates is within the object region image when the selected point is converted to two-dimensional coordinates corresponding to the cth image acquisition means, and the view status determination means  43   a  acquires a score, for example, for use as this information. 
     Continuing, the view status determination means  43   a  determines whether or not a position indicated by two-dimensional coordinates is within the object region image when the selected point is converted to two-dimensional coordinates corresponding to the cth image acquisition means by referencing the information acquired in Step S 463  (Step S 464 ). 
     If the two-dimensional coordinates obtained by converting coordinates of the selected point are determined to be outside the object region image (No in Step S 464 ), the view status determination means  43   a  defines a function having a uniform distribution as a score probability density function in the case the point is a target object and in the case it is not a target object (Step S 465 ). 
     If the two-dimensional coordinates obtained by converting coordinates of the selected point are determined to be within the object region image (Yes in Step S 464 ), the view status determination means  43   a  determines whether or not a stationary object is present between the selected point in real space (x,y,z) and the cth image acquisition means using camera parameters stored in the camera parameter storage means  51  (Step S 466 ). In Step S 466 , the view status determination means  43   a  converts from two-dimensional coordinates in an image acquired by the selected image acquisition means to coordinates in three-dimensional space by designating a z coordinate in real space. At this time, the view status determination means  43   a  designates z coordinates in order from the cth image acquisition means to the selected point (x,y,z), and determined whether or not that point is within a stationary object by determining a point in real space having the designated z coordinate. 
     The view status acquisition means  43   a  determines whether or not a stationary object is present between the selected point in real space (x,y,z) and the cth image acquisition means (Step S 466 ), and defines a function having a uniform distribution for the score probability density function in the case a stationary object has been determined to be present between the selected point and the cth image acquisition means (Yes in Step S 467 ), in the case the selected point is a target object, and in the case the selected point is not a target object (Step S 465 ). 
     In addition, in the case a stationary object is determined to not be present (No in Step S 467 ), the view status determination means  43   a  respectively defines the score probability density functions exemplified in  FIGS. 6A and 6B  as score probability density functions in the case the selected point is a target object and in the case the selected point is not a target object (Step S 468 ). In Step S 468 , the view status determination means  43   a  defines a function for the score probability density function p(sc,x,y,z/ωx,y,z=1) in the case the selected point is a target object in which the function value increases as the score approaches 1, the function value decreases as the score approaches 0, and the overall integral value of the probability density functions is 1. In addition, the view status determination means  43   a  defines a function for the score probability density function p(sc,x,y,z/ωx,y,z=0) in the case the selected point is not a target object in which the function value decreases as the score sc,x,y,z approaches 1, increases as the score sc,x,y,z approaches 0, and the overall integral value of the probability density functions is 1. 
     Following completion of Step S 468  or Step S 465 , the view status determination means  43   a  determines whether all image acquisition means have been selected (Step S 469 ). If there are image acquisition means remaining that have not been selected (No in Step S 469 ), the view status determination means  43   a  newly selects image acquisition means and repeats the processing starting in Step S 462 . As a result of this loop processing, score probability density functions are determined for each combination of selected point (x,y,z) and each image acquisition means. 
     In the case all image acquisition means have been selected (Yes in Step S 469 ), the view status determination means  43   a  determines whether or not all points within the range of the real space stored in the real space storage means  53  have been selected (Step S 470 ). If there are points remaining that have not been selected (No in Step S 470 ), the view status determination means  43   a  newly selects a point in real space and repeats the processing starting in Step S 461 . As a result of this loop processing, score probability density functions are determined for each combination of each point in real space and each image acquisition means. Step S 4  ends once all points in real space have been selected (Yes in Step S 470 ). 
     According to the present embodiment, the concealment information storage means  52   a  stores the position and shape of a stationary object in real space, and the view status determination means  43   a  determines whether or not a stationary object is present between image acquisition means and a point within the range of the real space. The estimation information creation means  45  then calculates position estimation information based on score probability density functions defined corresponding to the result of that determination. In the present embodiment, since a determination is made as to whether or not a stationary object is present between image acquisition means and a point within the range of real space, view status can be reliably ascertained in a view volume portion created by the stationary image causing concealment, and the accuracy of estimating object position can be improved. For example, a target object is assumed to not be present at the position of point C in  FIG. 12 . In this case, in the first embodiment, it is not possible to distinguish between a target object not being present and a target object being concealed by a stationary object, and small scores obtained from the object region image were unable to be used. In the second embodiment, view status is satisfactory if a stationary object is not present between image acquisition means and a point within the range of real space, thereby enabling even small scores to be used effectively. Accordingly, in the case of using position estimation information determined in the second embodiment, the position of a target object can be estimated with higher accuracy. 
     Next, an explanation is provided of a variation of the previously described first and second embodiments. The data processing device  4  may also carry out processing for estimating the position of a target object using position estimation information v(x,y).  FIG. 14  is a block diagram showing a configuration example in the case of estimating the position of a target object using v(x,y). The same reference symbols are used to indicate those constituents that are the same as those of the first embodiment, and explanations thereof are omitted. In the present example, the data processing device  4  further includes position estimation means  46  in addition to the object region acquisition means  41 , the score acquisition means  42 , the view status determination means  43 , the existence probability calculation means  44  an the estimation information creation means  45 . 
     The position estimation means  46  estimates at what position a target object is present in an xy plane based on the position estimation information v(x,y) calculated for each point in the xy plane of real space. Namely, the position estimation means  46  estimates x,y coordinates of a position where a target object is present. 
     The estimation information creation means  45  allocates an object model to each point in the xy plane, and calculates v(x,y) for each point by electing a posterior probability of the presence of object information V(x,y,z) or an object in real space occupied by the object model. Thus, the value of v(x,y) increases as the coordinates (x,y) approach the position where the object is present. 
     Thus, the position estimation means  46  estimates the position of a target object based on the size of the value of v(x,y). For example, the position estimation means  46  may specify coordinates (x,y) for which v(x,y) reaches a maximum, and then estimate that a target object is present at that position. 
     Alternatively, the position of a target object may be estimated in the manner described below. The position estimation means  46  carries out labeling based on a range over which the value of v(x,y) is equal to or greater than a predetermined threshold value. Labeling refers to identifying a range corresponding to a single target object. The position estimation means  46  estimates a target object to be present at a center of gravity position of a range for each range defined by labeling. For example, the position estimation means  46  specifies a range  71  exemplified in  FIG. 15  by labeling based on a range over which the value of v(x,y) is equal to or greater than a threshold value. In this case, the position estimation means  46  calculates the center of gravity position of the range  71  and determines that a target object is estimated to be present at that position. 
     The range identified by labeling is not limited to a single range, but rather a plurality of ranges  72  and  73  may be defined as exemplified in  FIG. 16 . In this case, the position estimation means  46  separately calculates center of gravity for each of the ranges  72  and  73  defined by labeling, and estimates a plurality of positions where a target object is present. 
     As a result of being provided with the position estimation means  46 , at what position a target object is present can be specifically estimated after having calculated the position estimation information v(x,y). Accordingly, the present configuration example can also be referred to as an object position estimation device. Furthermore, although  FIG. 14  shows a configuration in which the position estimation means  46  has been added to the first embodiment, a configuration may also be employed in which the position estimation means  46  is added to the second embodiment. 
       FIG. 17  is a block diagram showing a specific configuration example of the present invention. The information creation device for estimating object position of the present invention is provided with each of 1st to nth image acquisition means  1   a  to  1   n , a computer  100  and the storage device  5  as shown in  FIG. 17 . 
     Each of the image acquisition means  1   a  to  1   n , the storage device  5  and a computer-readable medium  82  are connected to the computer  100 . 
     The storage device  5  includes the camera parameter storage means  51 , the concealment information storage means  52  (or the concealment information storage means  52   a ), the real space storage means  53  and the object model storage means  54  as indicated in each of the embodiments. 
     The computer-readable medium  82  is a storage device such as a magnetic disk or semiconductor memory, and stores an information creation program  81  for estimating object position. 
     The computer  100 , for example, reads the information creation program  81  for estimating object position from the computer-readable medium  82  during startup, and operates in the form of the data processing device  4  indicated in each of the embodiments in accordance with the information creation program  81  for estimating object position. Namely, the computer  100  operates as the object region acquisition means  41 , the score acquisition means  42 , the view status determination means  43  (or the view status determination means  43   a ), the existence probability calculation means  44  and the estimation information creation means  45  in accordance with the information creation program  81  for estimating object position. Moreover, the computer  100  may also operate as the position estimation means  46  (see  FIG. 14 ) in accordance with a program. 
     In this manner, the object region acquisition means  41 , the score acquisition means  42 , the view information determination means  43  (or the view information determination means  43   a ), the existence probability calculation means  44 , the estimation information creation means  45  and the position estimation means  46  may be realized by the computer  100  operating in accordance with a program. 
     In addition, each of the means may also be realized with respectively separate dedicated circuits. 
     Next, an explanation is provided of a minimum configuration of the present invention.  FIG. 18  is a block diagram showing a minimum configuration of the present invention. The information creation device for estimating object position of the present invention is provided with object region image creation means  61 , score determination means  62 , view status determination means  63 , existence probability calculation means  64  and estimation information creation means  65 . 
     The object region image creation means  61  (for example, the object region acquisition means  41 ) creates an object region image indicating a region that represents a target object in an image from each of the images respectively acquired by a plurality of image acquisition means (for example, the image acquisition means  1   a  to  1   n ). 
     The score determination means  62  (for example, the score acquisition means  42 ) defines a score indicating the degree to which a point in real space in each of the images respectively acquired by the plurality of image acquisition means accurately represents a target object targeted for position estimation for each combination of the image acquisition means and the point in real space by referencing object region images. 
     The view status determination means  63  (for example, the view status determination means  43  or  43   a ) determines the status of view to each point in real space from each image acquisition means using non-target object presence information indicating where a non-target object that conceals a target object from image acquisition means is present, and determines score probability density functions in the case a point is a target object and in the case a point is not a target object for each combination of the image acquisition means and the point in real space according to the results of determination of view status. 
     The existence probability calculation means  64  (for example, the existence probability calculation means  44 ) determines the existence probability of a target object being present at a point in real space by integrating score probability density functions (for example, by carrying out the calculation of formula (1)) corresponding to the result of determination of the status of view to a point in real space from the image acquisition means. 
     The estimation information creation means  65  creates position estimation information (for example, v(x,y)) for estimating at what position a target object, which is known to be allocated at a prescribed height relative to a prescribed plane (for example, the xy plane) in real space, is present for each point in the prescribed plane based on existence probabilities determined for each point in real space. 
     As a result of employing this configuration, position estimation information of an object can be created so as to expand the range over which object position can be estimated as well as maintain the accuracy of estimating object position. In addition, position estimation information can be created for estimating the position of a target object over a wide range and with high accuracy even if a non-target object is present that conceals a target object. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the view status determination means  63  determines the status of view to each point in real space from each image acquisition means using a non-target object binary image (for example, a stationary object binary image), which is a binary image in which a pixel value of a region representing a non-target object in an image acquired by image acquisition means is defined to be a first pixel value and a pixel value of a region other than that region is defined to be a second pixel value, as non-target object presence information. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the view status determination means  63  converts a point in real space to two-dimensional coordinates corresponding to image acquisition means, and determines the status of view to a point in real space from image acquisition means to not be satisfactory in the case the converted coordinates are outside the range of a non-target object binary image, determines the status of view to a point in real space from image acquisition means to be satisfactory in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, determines the status of view to a point in real space from the image acquisition means to be satisfactory in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of image acquisition means and a point in real space is equal to or greater than a threshold value, and determines the status of view to a point in real space from image acquisition means to be unclear in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of image acquisition means and a point in real space is less than a threshold value. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the object region image creation means  61  creates an object region image in which pixel values over a range of 0 to 1 are defined for each pixel, the score determination means  62  determines a score over a range of 0 to 1 by referencing the object region image, and the view status determination means  63  determines a probability density function in which the function value increases as the score approaches 1 as a score probability density function in the case a point is a target object with respect to a combination of image acquisition mean and a point in real space in the case the status of view to the point in real space from the image acquisition means has been determined to be satisfactory, determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and determines a function having a uniform distribution as a score probability density function in the case the point is a target object and the case in which is it not a target object in the case the status of view to the point in real space from the image acquisition means has been determined to not be satisfactory or in the case view status has been determined to be unclear. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the view status determination means  63  determines the status of view to each point in real space from each image acquisition means by using information of a three-dimensional region occupied by a non-target object in real space as non-target object presence information. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the view status determination means  63  converts a point in real space to two-dimensional coordinates corresponding to image acquisition means, and determines the status of view to a point in real space from image acquisition means to be not satisfactory in the case the converted coordinates are outside the range of an object region image corresponding to image acquisition means, determines the status of view to a point in real space from image acquisition means to be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to image acquisition means and a non-target object is not present between image acquisition means and a point in real space, and determines the status of view to a point in real space from image acquisition means to not be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to image acquisition means and a non-target object is present between image acquisition means and a point in real space. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the object region image creation means  61  creates an object region image in which pixel values over a range of 0 to 1 are defined for each pixel, the score determination means  62  determines a score over a range of 0 to 1 by referencing the object region image, and the view status determination means  63  determines a probability density function in which the function value increases as the score approaches 1 as a score probability density function in the case a point is a target object with respect to a combination of image acquisition means and a point in real space in the case the status of view to the point in real space from the image acquisition means has been determined to be satisfactory, determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and determines a function having a uniform distribution as a score probability density function in the case the point is a target object and the case in which is it not a target object in the case the status of view to the point in real space from the image acquisition means has been determined to not be satisfactory. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the object region image creation means  61  creates an object region image in which pixel values over a range of 0 to 1 are defined for each pixel, the score determination means  62  determines a score over a range of 0 to 1 by referencing the object region image, and the view status determination means  63  converts a point in real space to two-dimensional coordinates corresponding to image acquisition means, determines a function having a uniform distribution as a score probability density function in the case the point is a target object and the case it is not a target object with respect to a combination of the image acquisition means and the point in real space in the case the converted coordinates are outside the range of a non-target object binary image, determines a probability density function in which the function value increases as the score approaches 1 as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition means and the point in real space in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, determines a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by score determination means and the function value increases as the score approaches 1, as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition means and the point in real space in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image, and determines a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by score determination means and the function value increases as the score approaches 0, as a score probability density function in the case the point is not a target object. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the existence probability calculation means  64  calculates a posterior probability of the presence of a target object and the posterior probability of the absence of a target object for each point in real space from a score determined for each combination of image acquisition device and point in real space, a score probability density function in the case a target object is present at a point, and a score probability density function in the case a target object is not present at a point, and the estimation information creation means  65  creates position estimation information by using the posterior probabilities calculated by the existence probability calculation means. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the estimation information creation means  65  compares the posterior probability of the presence of a target object and the posterior probability of the absence of a target object for each point in real space, defines a prescribed value meaning that an object is present (for example, by defining the value of V(x,y,z) to be 1) for object information indicating the result of a determination of the presence or absence of a target object at a point in real space if the condition is satisfied that the posterior probability of the presence of a target object is larger or defines a value of 0 for the object information (for example, by defining the value of V(x,y,z) to be 0) if the condition is not satisfied, and creates position estimation information by specifying a region occupied by the target object in the case the target object is present at that point for each point in a prescribed plane in real space and adding the object information of each point in that region. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the object region image creation means  61  calculates the probability of an object being present at a pixel of an image acquired by image acquisition means over a range of 0 to 1, and creates an object region image by defining the pixel value of each pixel of an object region image corresponding to each pixel of the image acquired by the image acquisition means as the value of that probability. 
     In addition, in the previously described embodiments, a configuration is disclosed in which the score determination means  62  converts a point in real space to two-dimensional coordinates corresponding to image acquisition means, and defines a pixel value of a pixel of an object region image indicated by the converted coordinates as a score for a combination of a point in real space and image acquisition means in the case the converted coordinates are within the range of an object region image, and defines a fixed value indicating that a point in real space is outside the field of image acquisition means as a score for a combination of a point in real space and image acquisition means in the case the converted coordinates are outside the range of an object region image. 
     In addition, in the previously described embodiments, a configuration is disclosed in which position estimation means (for example, the position estimation means  46 ) is provided that estimates at what position in a prescribed plane a target object is present using position estimation information created for each point in the prescribed plane in real space. 
     This application claims priority on the basis of Japanese Patent Application No. 2009-051173 filed on Mar. 4, 2009, the entire disclosure of which is incorporated herein. 
     Although the preceding description has provided an explanation of the invention of the present application with reference to embodiments thereof, the invention of the present application is not limited to the previously described embodiments. The configuration and details of the invention of the present application can be modified in various ways as understood by a person with ordinary skill within the scope of the invention of the present application. 
     All or a portion of the previously described embodiments can be described as indicated in the following addenda, although not limited thereto. 
     (Addition 1) An information creation device for estimating object position, comprising: 
     object region image creation section for creating an object region image that indicates a region representing a target object in an image from each of images respectively acquired by a plurality of image acquisition sections; 
     score determination section for determining a score, which indicates how accurately points in real space in each of the images respectively acquired by the plurality of image acquisition sections represent the target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition section and points in real space; 
     view status determination section for determining status of view to each point in real space from each of the image acquisition section by using non-target object presence information indicating to the image acquisition section where a non-target object that conceals a target object is present, and determining probability density functions of a score in the case of points being a target object and in the case of not being a target object for each combination of image acquisition section and points in real space in accordance with a result of the view status determination; 
     existence probability calculation section for determining an existence probability of a target object being present at a point in real space by integrating the probability density functions corresponding to the result of determining the status of view to points in real space from the image acquisition section, and 
     estimation information creation section for creating information for position estimation, for each point in a prescribed plane, in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane in real space, based on the existence probability determined for each point in real space by the existence probability section. 
     (Addition 2) The information creation device for estimating object position described in Addition 1, wherein the view status determination section determines the status of view to each point in real space from each image acquisition section using, as non-target object presence information, a non-target object binary image, which is a binary image in which a pixel value of a region representing a non-target object in an image acquired by the image acquisition section is defined to be a first pixel value and a pixel value of a region other than that region is defined to be a second pixel value. 
     (Addition 3) The information creation device for estimating object position described in Addition 2, wherein the view status determination section 
     converts a point in real space to two-dimensional coordinates corresponding to the image acquisition section, and 
     determines the status of view to the point in real space from the image acquisition section to not be satisfactory in the case converted coordinates are outside a range of a non-target object binary image, 
     determines the status of view to the point in real space from the image acquisition section to be satisfactory in the case converted coordinates correspond to a region other than a non-target object within a range of the non-target object binary image, 
     determines the status of view to the point in real space from the image acquisition section to be satisfactory in the case converted coordinates correspond to a region of a non-target object within a range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is equal to or greater than a threshold value, and 
     determines the status of view to the point in real space from the image acquisition section to be unclear in the case converted coordinates correspond to a region of a non-target object within a range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is less than a threshold value. 
     (Addition 4) The image creation device for estimating object position described in Addition 3, wherein 
     the object region image creation section creates an object region image in which pixel values in a range of 0 to 1 are defined for each pixel, 
     the score determination section determines a score in a range of 0 to 1 by referencing the object region image, and 
     the view status determination section 
     determines a probability density function in which a function value increases as the score approaches 1 as a score probability density function in the case the point is a target object with respect to a combination of image acquisition section and a point in real space when the status of view to the point in real space from the image acquisition section has been determined to be satisfactory, 
     determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and 
     determines a function having a uniform distribution as a score probability density function in the case the point is a target object and in the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory or in the case the status of view has been determined to be unclear. 
     (Addition 5) The information creation device for estimating object position described in Addition 1, wherein the view status determination section determines the status of view to each point in real space from each image acquisition section by using, as non-target object presence information, information of a three-dimensional region occupied by a non-target object in real space. 
     (Addition 6) The information creation device for estimating object position described in Addition 5, wherein 
     the view status determination section 
     converts a point in real space to two-dimensional coordinates corresponding to the image acquisition section, and 
     determines the status of view to the point in real space from the image acquisition section to not be satisfactory in the case the converted coordinates are outside the range of an object region image corresponding to the image acquisition section, 
     determines the status of view to the point in real space from the image acquisition section to be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to the image acquisition section and a non-target object is not present between the image acquisition section and the point in real space, and 
     determines the status of view to the point in real space from the image acquisition section to not be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to the image acquisition section and a non-target object is present between the image acquisition section and the point in real space. 
     (Addition 7) The information creation device for estimating object position described in Addition 6, wherein 
     the object region image creation section creates an object region image in which pixel values in a range of 0 to 1 are defined for each pixel, 
     the score determination section determines a score in a range of 0 to 1 by referencing the object region image, and 
     the view status determination section 
     determines a probability density function in which the function value increases as the score approaches 1 as a score probability density function in the case a point is a target object with respect to a combination of the image acquisition section and a point in real space in the case the status of view to the point in real space from the image acquisition section has been determined to be satisfactory, 
     determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and 
     determines a function having a uniform distribution as a score probability density function in the case the point is a target object and in the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory. 
     (Addition 8) The information creation device for estimating object position described in Addition 2, wherein 
     the object region image creation section creates an object region image in which pixel values in a range of 0 to 1 are defined for each pixel, 
     the score determination section determines a score in a range of 0 to 1 by referencing the object region image, and 
     the view status determination section 
     converts a point in real space to two-dimensional coordinates corresponding to the image acquisition section, 
     determines a function having a uniform distribution as a score probability density function in the case the point is a target object and in the case the point is not a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates are outside the range of a non-target object binary image, 
     determines a probability density function in which the function value increases as the score approaches 1 as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, determines a probability density function in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, 
     determines a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by the score determination section and the function value increases as the score approaches 1, as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image, and 
     determines a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by the score determination section and the function value increases as the score approaches 0, as a score probability density function in the case the point is not a target object. 
     (Addition 9) The information creation device for estimating object position described in Addition 8, wherein 
     the existence probability calculation section calculates a posterior probability of the presence of a target object and the posterior probability of the absence of a target object for each point in real space from a score determined for each combination of the image acquisition section and a point in real space, a score probability density function in the case a target object is present at a point, and a score probability density function in the case a target object is not present at a point, and 
     the estimation information creation section creates position estimation information by using the posterior probabilities calculated by the existence probability calculation section. 
     (Addition 10) The information creation device for estimating object position described in Addition 9, wherein 
     the estimation information creation section 
     compares the posterior probability of the presence of a target object and the posterior probability of the absence of a target object for each point in real space, defines a prescribed value meaning that an object is present for object information indicating a result of a determination of the presence or absence of a target object at a point in real space when a condition is satisfied that the posterior probability of the presence of a target object is larger or defines a value of 0 for the object information when the condition is not satisfied, and 
     creates the position estimation information by specifying a region occupied by the target object in the case the target object is present at a certain point for each point in a prescribed plane in real space and adding the object information on each point in that region. 
     (Addition 11) The information creation device for estimating object position described in Addition 1, wherein the object region image creation section calculates the probability of an object being present at a pixel of an image acquired by the image acquisition section in a range of 0 to 1, and creates an object region image by defining the pixel value of each pixel of an object region image corresponding to each pixel of the image acquired by the image acquisition section as the value of that probability. 
     (Addition 12) The information creation device for estimating object position described in Addition 1, wherein the score determination section converts a point in real space to two-dimensional coordinates corresponding to the image acquisition section, and defines a pixel value of a pixel of an object region image indicated by the converted coordinates as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are within a range of an object region image, and defines a fixed value indicating that a point in real space is outside view of the image acquisition section as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are outside the range of an object region image. 
     (Addition 13) The information creation device for estimating object position described in Addition 1, comprising position estimation section for estimating at what position in a prescribed plane in real space a target object is present by using position estimation information created for each point in the prescribed plane. 
     (Addition 14) An information creation method of estimating object position, comprising: 
     creating an object region image that indicates a region representing a target object in an image from each of the images respectively acquired by a plurality of image acquisition sections; 
     determining a score, which indicates how accurately points in real space in each of the images respectively acquired by the plurality of image acquisition sections represent a target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition section and points in real space; 
     determining status of view to each point in real space from each image acquisition section by using non-target object presence information indicating to the image acquisition section where a non-target object that conceals the target object is present, and determining a probability density function of a score in the case of points being a target object and in the case of not being a target object for each combination of the image acquisition section and points in real space corresponding to a result of the view status determination; 
     determining an existence probability of a target object being present at a point in real space by integrating the probability density functions corresponding to the result of determining the status of view to a point in real space from an image acquisition section; and 
     creating position estimation information for each point in a prescribed plane in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane in real space, based on the existence probability determined for each point in real space. 
     (Addition 15) The information creation method of estimating object position described in Addition 14, wherein the status of view to each point in real space from each image acquisition section is determined using, as non-target object presence information, a non-target object binary image, which is a binary image in which a pixel value of a region representing a non-target object in an image acquired by the image acquisition section is defined to be a first pixel value and a pixel value of a region other than that region is defined to be a second pixel value. 
     (Addition 16) The information creation method of estimating object position described in Addition 15, wherein 
     when determining the view of status, 
     a point in real space is converted to two-dimensional coordinates corresponding to the image acquisition section, 
     the status of view to the point in real space from the image acquisition section is determined to not be satisfactory in the case the converted coordinates are outside a range of a non-target object binary image, 
     the status of view to the point in real space from the image acquisition section is determined to be satisfactory in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, 
     the status of view to the point in real space from the image acquisition section is determined to be satisfactory in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is equal to or greater than a threshold value, and 
     the status of view to the point in real space from the image acquisition section is determined to be unclear in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is less than a threshold value. 
     (Addition 17) The information creation method of estimating object position described in Addition 16, wherein 
     an object region image is created in which pixel values in a range of 0 to 1 are defined for each pixel, 
     a score is determined in a range of 0 to 1 by referencing the object region image, and 
     a probability density function is determined in which a function value increases as the score approaches 1 as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the status of view to the point in real space from the image acquisition section has been determined to be satisfactory, and a probability density function is determined in which the function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and 
     a function having a uniform distribution is determined as a score probability density function in the case the point is a target object and in the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory or in the case the status of view has been determined to be unclear. 
     (Addition 18) The information creation method of estimating object position described in Addition 14, wherein the status of view to the point in real space from each image acquisition section is determined by using, as non-target object presence information, information of a three-dimensional region occupied by a non-target object in real space. 
     (Addition 19) The information creation method of estimating object position described in Addition 18, wherein when determining the status of view, 
     a point in real space is converted to two-dimensional coordinates corresponding to the image acquisition section, 
     the status of view to the point in real space from the image acquisition section is determined to not be satisfactory in the case the converted coordinates are outside the range of an object region image corresponding to the image acquisition section, 
     the status of view to the point in real space from the image acquisition section is determined to be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to an image acquisition section and a non-target object is not present between the image acquisition section and the point in real space, and 
     the status of view to the point in real space from the image acquisition section is determined to not be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to the image acquisition section and a non-target object is present between the image acquisition section and the point in real space. 
     (Addition 20) The information creation method of estimating object position described in Addition 19, wherein 
     an object region image is created in which pixel values in a range of 0 to 1 are defined for each pixel, 
     a score in a range of 0 to 1 is determined by referencing the object region image, 
     a probability density function in which the function value increases as the score approaches 1 is determined as a score probability density function in the case a point is a target object with respect to a combination of the image acquisition section and a point in real space in the case the status of view to the point in real space from the image acquisition section has been determined to be satisfactory, 
     a probability density function in which the function value increases as the score approaches 0 is determined as a score probability density function in the case the point is not a target object, and 
     a function having a uniform distribution is determined as a score probability density function in the case the point is a target object and in the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory. 
     (Addition 21) The information creation method of estimating object position described in Addition 15, wherein 
     an object region image is created in which pixel values in a range of 0 to 1 are defined for each pixel, 
     a score is determined in a range of 0 to 1 by referencing the object region image, 
     a point in real space is converted to two-dimensional coordinates corresponding to the image acquisition section, 
     a function having a uniform distribution is determined as a score probability density function in the case the point is a target object and in the case the point is not a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates are outside the range of a non-target object binary image, 
     a probability density function in which the function value increases as the score approaches 1 is determined as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, a probability density function in which the function value increases as the score approaches 0 is determined as a score probability density function in the case the point is not a target object, 
     a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by the score determination section and the function value increases as the score approaches 1, is determined as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image, and a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined by the score determination section and the function value increases as the score approaches 0, is determined as a score probability density function in the case the point is not a target object. 
     (Addition 22) The information creation method of estimating object position described in Addition 21, wherein 
     when determining an existence probability that a non-target object is present at a point in real space, 
     a posterior probability of the presence of a target object and the posterior probability of the absence of a target object are calculated for each point in real space from a score determined for each combination of the image acquisition section and a point in real space, a score probability density function in the case a target object is present at a point, and a score probability density function in the case a target object is not present at a point, and 
     position estimation information is created by using the posterior probability of the presence of a target object and the posterior probability of the absence of a target object. 
     (Addition 23) The information creation method of estimating object position described in Addition 22, wherein 
     the posterior probability of the presence of a target object and the posterior probability of the absence of a target object are compared for each point in real space, a prescribed value meaning that an object is present is defined for object information indicating a result of a determination of the presence or absence of a target object at a point in real space when the condition is satisfied that the posterior probability of the presence of a target object is larger, or a value of 0 is defined for the object information when the condition is not satisfied, and 
     position estimation information is created by specifying a region occupied by the target object in the case the target object is present at that point for each point in a prescribed plane in real space and adding the object information of each point in that region. 
     (Addition 24) The information creation method of estimating object position described in Addition 14, wherein the probability of an object being present at a pixel of an image acquired by the image acquisition section is calculated in a range of 0 to 1, and an object region image is created by defining as the value of that probability the pixel value of each pixel of an object region image corresponding to each pixel of the image acquired by the image acquisition section. 
     (Addition 25) The information creation method of estimating object position described in Addition 14, wherein 
     a point in real space is converted to two-dimensional coordinates corresponding to the image acquisition section, a pixel value of a pixel of an object region image indicated by the converted coordinates is defined as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are within the range of an object region image, and a fixed value indicating that a point in real space is outside view of the image acquisition section is defined as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are outside the range of an object region image. 
     (Addition 26) The information creation method of estimating object position described in Addition 14, wherein the position at which a target object is present in a prescribed plane in real space is estimated using position estimation information created for each point in the prescribed plane. 
     (Addition 27) An information creation program for estimating object position, causing a computer to execute: 
     object region image creation processing for creating an object region image that indicates a region representing a target object in an image from each image respectively acquired by a plurality of image acquisition sections; 
     score determination processing for determining a score, which indicates how accurately points in real space in each of the images respectively acquired by a plurality of image acquisition sections represent a target object targeted for position estimation, by referencing an object region image for each combination of the image acquisition section and points in real space; 
     view status determination processing for determining status of view to each point in real space from each image acquisition section by using non-target object presence information indicating to the image acquisition section where a non-target object that conceals the target object is present, and determining a probability density function of a score in the case of points being a target object and the case of not being a target object for each combination of the image acquisition section and points in real space corresponding to the result of a view status determination; 
     existence probability calculation processing for determining an existence probability of the target object being present at a point in real space by integrating probability density functions corresponding to the result of determining the status of view to a point in real space from the image acquisition section; and 
     estimation information creation processing for creating position estimation information for each point in a prescribed plane in real space in order to estimate at what position in the prescribed plane a target object is present, which is known to be arranged at a prescribed height relative to the prescribe plane, based on the existence probability determined for each point in real space in the existence probability calculation processing. 
     (Addition 28) The information creation program for estimating object position described in Addition 27, wherein the computer is caused, in the view status determination processing, to determine the status of view to each point in real space from each image acquisition section by using as non-target object presence information a non-target object binary image, which is a binary image in which a pixel value of a region representing a non-target object in an image acquired by an image acquisition section is defined to be a first pixel value and a pixel value of a region other than that region is defined to be a second pixel value. 
     (Addition 29) The information creation program for estimating object position described in Addition 28, wherein 
     the computer is caused, in the view status determination processing, 
     to convert a point in real space is converted to two-dimensional coordinates corresponding to the image acquisition section, 
     to determine the status of view to the point in real space from the image acquisition section to not be satisfactory in the case the converted coordinates are outside the range of a non-target object binary image, 
     to determine the status of view to the point in real space from the image acquisition section is to be satisfactory in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, 
     to determine the status of view to the point in real space from the image acquisition section to be satisfactory in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is equal to or greater than a threshold value, and 
     to determine the status view to the point in real space from the image acquisition section to be unclear in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image and a score for a combination of the image acquisition section and the point in real space is less than a threshold value. 
     (Addition 30) The information creation program for estimating object position described in Addition 29, wherein the computer is caused 
     to create an object region image in which pixel values in a range of 0 to 1 are defined for each pixel in the object region image creation processing, 
     to determine a score in a range of 0 to 1 by referencing the object region image in the score determination processing, and 
     in the view status determination processing, 
     to determine a probability density function in which a function value increases as the score approaches 1 as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the status of view to the point in real space from the image acquisition section has been determined to be satisfactory and a probability density function is determined in which a function value increases as the score approaches 0 as a score probability density function in the case the point is not a target object, and 
     to determine a function having a uniform distribution as a score probability density function in the case the point is a target object and the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory or in the case the status of view has been determined to be unclear. 
     (Addition 31) The information creation program for estimating object position described in Addition 27, wherein the computer is caused to determine in the view status determination processing the status of view to each point in real space from each image acquisition section by using information of a three-dimensional region occupied by a non-target object in real space as non-target object presence information. 
     (Addition 32) The information creation program for estimating object position described in Addition 31, wherein 
     the computer is caused, in the view status determination processing, 
     to convert a point in real space to two-dimensional coordinates corresponding to the image acquisition section, 
     to determine the status of view to the point in real space from the image acquisition section to not be satisfactory in the case the converted coordinates are outside the range of an object region image corresponding to the image acquisition section, 
     to determine the status of view to the point in real space from the image acquisition section to be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to the image acquisition section and a non-target object is not present between the image acquisition section and the point in real space, and 
     to determine the status of view to the point in real space from the image acquisition section to not be satisfactory in the case the converted coordinates are within the range of an object region image corresponding to the image acquisition section and a non-target object is present between the image acquisition section and the point in real space. 
     (Addition 33) The information creation program for estimating object position described in Addition 32, wherein the computer is caused 
     to create an object region image in which pixel values in a range of 0 to 1 are defined for each pixel in the object region image creation processing, 
     to determine a score in a range of 0 to 1 by referencing the object region image in the score determination processing, and 
     in the view status determination processing, 
     to determine a probability density function, in which a function value increases as the score approaches 1, as a score probability density function in the case a point is a target object with respect to a combination of the image acquisition section and a point in real space in the case the status of view to the point in real space from the image acquisition section has been determined to be satisfactory, and to determine a probability density function, in which a function value increases as the score approaches 0, as a score probability density function in the case the point is not a target object, and 
     to determine a function having a uniform distribution as a score probability density function in the case the point is a target object and the case in which the point is not a target object in the case the status of view to the point in real space from the image acquisition section has been determined to not be satisfactory. 
     (Addition 34) The information creation program for estimating object position described in Addition 28, wherein the computer is caused 
     to create an object region image in which pixel values in a range of 0 to 1 are defined for each pixel in the object region image creation processing, 
     to determine a score in a range of 0 to 1 by referencing the object region image in the score determination processing, and 
     in the view status determination processing, 
     to convert a point in real space to two-dimensional coordinates corresponding to the image acquisition section, 
     to determine a function having a uniform distribution as a score probability density function in the case the point is a target object and in the case the point is not a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates are outside the range of a non-target object binary image, 
     to determine a probability density function, in which a function value increases as the score approaches 1, as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region other than a non-target object within the range of the non-target object binary image, and to determine a probability density function, in which a function value increases as the score approaches 0, as a score probability density function in the case the point is not a target object, 
     to determine a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined in the score determination processing and the function value increases as the score approaches 1, as a score probability density function in the case the point is a target object with respect to a combination of the image acquisition section and the point in real space in the case the converted coordinates correspond to a region of a non-target object within the range of the non-target object binary image, and to determine a probability density function, in which a range of variation of a function value is a range of variation corresponding to a score determined in the score determination processing and the threshold value increases as the score approaches 0, as a score probability density function in the case the point is not a target object. 
     (Addition 35) The information creation program for estimating object position described in Addition 34, wherein the computer is caused 
     to calculate a posterior probability of the presence of a target object and a posterior probability of the absence of a target object for each point in real space from a score determined for each combination of the image acquisition section and a point in real space, a score probability density function in the case a target object is present at a point, and a score probability density function in the case a target object is not present at a point in the existence probability calculation processing, and 
     to create position estimation information in the estimation information creation processing by using the posterior probabilities calculated in the existence probability calculation processing. 
     (Addition 36) The information creation program for estimating object position described in Addition 35, wherein 
     the computer is caused, in the estimation information creation processing, 
     to compare the posterior probability of the presence of a target object with the posterior probability of the absence of a target object for each point in real space, and to define a prescribed value meaning that an object is present for object information indicating the result of a determination of the presence or absence of a target object at a point in real space when the condition is satisfied that the posterior probability of the presence of a target object is larger, or moreover to define a value of 0 for the object information when the condition is not satisfied, and 
     to create position estimation information by specifying a region occupied by the target object in the case the target object is present at a certain point for each point in a prescribed plane in real space and adding the object information of each point in that region. 
     (Addition 37) The information creation program for estimating object position described in Addition 27, wherein 
     the computer is caused to calculate the probability of an object being present at a pixel of an image acquired by the image acquisition section in a range of 0 to 1, and to create an object region image by defining the pixel value of each pixel of an object region image corresponding to each pixel of the image acquired by the image acquisition section as the value of that probability in the object region image creation processing. 
     (Addition 38) The information creation program for estimating object position described in Addition 27, wherein 
     the computer is caused to convert a point in real space to two-dimensional coordinates corresponding to the image acquisition section, and to define a pixel value of a pixel of an object region image indicated by the converted coordinates as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are within the range of an object region image, and to define a fixed value indicating that a point in real space is outside the field of an image acquisition section as a score for a combination of the point in real space and the image acquisition section in the case the converted coordinates are outside the range of an object region image in the score determination processing. 
     (Addition 39) The information creation program for estimating object position described in Addition 27, wherein the computer is caused to execute position estimation processing in which the position at which a target object is present in a prescribed plane in real space is estimated using position estimation information created for each point in the prescribed plane. 
     The present invention can be preferably applied to an information creation device for estimating object position, which creates information for estimating the position of an object from a plurality of images, and to an object position estimation device for estimating object position that uses that information. In addition, the present invention can also be applied to monitoring fields requiring object position to be estimated from cameras or accumulated images. For example, the present invention can be applied to detection of intruders, detection of suspicious persons, detection of unattended suspicious objects, detection of package theft, detection of unauthorized multiple-person passage, and detection of congestion and long lines. In addition, the present invention can be applied to an input interface that estimates object position from cameras or accumulated images and inputs that positional information to a device. In addition, the present invention can be applied to a video/image search device and the like that estimates the position of an object and uses the resulting positional information as a trigger key. 
       1   a  to  1   n  Image acquisition means 
       4  Storage device 
       5  Data processing device 
       41  Object region acquisition means 
       42  Score acquisition means 
       43  View status determination means 
       44  Existence probability calculation means 
       45  Estimation information creation means 
       51  Camera parameter storage means 
       52  Concealment information storage means 
       53  Real space storage means 
       54  Object model storage means