A method of reproducing image information in vector form on to a raster pattern and apparatus for reproducing an image

Abstract: Boundaries between coloured and uncoloured image parts are repro­ duced on a pixel raster by determining a binary value ("coloured" or "uncoloured"), proceeding along a boundary, for adjoining pixels intersected by said boundary, said value being determined on the basis of the situation of said pixel with respect to the boundary and a carried-forward correction value. On the basis of the situation of said pixel with respect to the boundary a fractional value is calcu­ lated which is then rounded off to a binary pixel value. The rounding-­ off error made in such cases is processed using a prevention function for preventing allocating such binary values to the boundary pixels that visible bulges are formed on the boundary and is then carried forward to the next pixel and included in the fractional value thereof. Instances of such prevention functions are described. This procedure gives a better reproduction of lines extending obliquely over the pixel raster.

Description: This invention relates to a method of converting image information in vector form into a raster pattern of binary pixels, comprising allocating binary values to the pixels in dependence on the position of the said pixels with respect to coloured and uncoloured image areas contained in the image information. The invention also relates to an apparatus embodying the method according to the invention, and printer and display devices in which the apparatus is used. A method of this kind is known from U.S. Patent No. 4 593 278. With this known method, image information in vector form supplied by a host processor is rendered suitable for processing by a printer which produces images by successively printing rows of pixels (with values 1 or 0) in consecutive scan lines situated one beneath the other. The pixel pattern with which this printer works is a square raster in which the pixels occupy fixed positions on the raster points. Lines and boundaries of image parts which extend at an angle other than a right angle to the main directions of the raster are reproduced as follows by the known method: following the scanning sequence of the printer a check is continually made whether a boundary between a first image part and a second image part is approached and, when reached, the last pixel still completely belonging to the first image part is printed in the colour (black or white) of that image part, whereafter the next pixel, which is thus intersected by the boundary, is printed in the colour of the second image part. Thus a boundary situated obliquely over the pixel raster acquires a step-like configuration, this being visible particularly at small angles between the boundary and the raster direction, and having an adverse effect on the image quality. The object of the invention is to provide a method with which, despite the use of a pixel raster of fixed positions, image part boundaries extending obliquely over the raster can be reproduced without visible step formation. In a method according to the preamble, this object is attained in that pixels intersected by a boundary line between image areas are processed successively by following the boundary line and by allocating to each pixel a binary value in accordance with the sum of the fractional part (i.f.v.) of the current pixel when divided by the boundary line and a correction value calculated from any error made by allocating a binary value to the previously processed pixel, the correction value being calculated by processing the said error made by allocating a binary value to the previously processed pixel with a prevention function (f) for preventing the formation of a bulge on the boundary of the converted image area, separated from an adjacent bulge on the same raster line by more than a predetermined maximum number of pixels, a bulge being a boundary pixel of a particular binary value flanked on both sides by pixels of the other binary value. Thus going along the boundary line with this method a check is continually made to determine the extent to which a boundary pixel belongs to each of the two associated image parts and said pixel is allocated to one of the two image parts on the basis of one or other criterion such allocation being effected by allocating to that pixel the binary value applicable to that image part. The error occurring in these circumstances - because the binary value can only be 1 or 0 - is carried forward to the next boundary pixel and plays a part in the allocation of a binary value thereto. The method thus has the character of a rounding-off error propagation along the boundary between image parts. Single pixels projecting outwardly from the boundary line thus form at specific places. In printers which use a light spot overlapping several pixels, such as laser printers, these pixels however appear not to be visible as separate pixels on the print, but simply change the configuration of the boundary line between image parts to some extent. This effect is, however, only attained if the pixels projecting outwardly are not too far apart, otherwise the light spot is no longer able to "smooth out" these pixels. In that case these pixels become visible as bulges on the boundary of the image area, ruining the desired effect. This applies for both pixels projecting from a coloured image area and pixels projecting from an uncoloured image area. It has been found that outwardly projecting pixels can be prevented from being placed too far apart by processing the propagated error with a so-called prevention function, of wich several alternative forms have been identified and described in this specification. It should be noted that the application of separate pixels projecting from a boundary line in order to alter the configuration thereof is known per se in the graphic industry under the name "halfbitting". For example, see P. Karow: "Digital Formats for Typefaces", chapter 7.2 (Manual corrections), ISBN 3-926515-01-5. Here, however, there is no mention of a systematic compensation of step formation as a result of discretization errors, but of cosmetic adaptation of a character representation for embellishment. In this procedure each extra pixel is applied separately and for each extra pixel the effect is continually checked by reference to a proof print. Also, reproducing a line onto a raster pattern using error propagation is disclosed in IBM Technical Disclosure Bulletin, Vol. 20, no.4, September 1977, pp.1578-1580; M. Brandon: "Modified algorithm for raster crt display". The algorithm described each time selects, while stepping along the raster axis of the pixel raster that makes the smallest angle with the line to be reproduced, the pixel that is nearest to a modified position of the line, which modified position is calculated by adding the positional error made by selecting the previous pixel to the actual position of the line. This algorithm is essentially a plotting algorithm for plotting lines of infinitesimal thickness with pixels having a fixed diameter, whereas the present invention concerns a filling algorithm for filling an image area by assigning values to the pixels in such a way, that the boundary line of the body formed by the pixels conforms to the boundary line of the image area as much as possible. Moreover, the Brandon algorithm does not comprise a prevention function as used in the present invention and therefore gives poor results for lines that are nearly parallel to one of the raster axes. According to a first embodiment of the method according to the invention, the prevention function is given by f(err) = [err]n, wherein err is the error made by allocating a binary value to the previously processed pixel (expressed as a part of a pixel), [err]n means rounding off err to an integer multiple of 1/n and n is a predetermined integer > 1. Said integer multiple also includes the value zero. The effect of this is that pixels projecting from a boundary line are not situated further apart than n pixels. This applies for pixels projecting from a coloured image area and from an uncoloured image area alike. This embodiment gives a very smooth approximation of oblique image area boundaries when an optimal value for n with regard to the properties of the printing system is chosen. According to a second embodiment, the prevention function is given by: f(err) = 0 if |err| < 1/n err if |err| >= 1/n, wherein err is the error made by allocating a binary value to the previously processed pixel (expressed as a part of a pixel) and n is a predetermined integer > 1. This embodiment gives slightly less smooth results than the first embodiment, but it is faster. According to a third embodiment, the prevention function is given by: f(err) = 0 when processing every (n-1)th pixel err otherwise, wherein err is the error made by allocating a binary value to the previously processed pixel (expressed as a part of a pixel) and n is a predetermined integer > 2. This also gives a fast algorithm. An apparatus for working the method according to the invention, comprising a raster generator for allocating binary values to the pixels of a raster pattern in dependence on the position of the said pixels with respect to coloured and uncoloured image areas contained in the image information, is characterized in that the raster generator is provided with means for indicating successive adjoining pixels intersected by a boundary line between image areas; means for allocating to an indicated pixel a binary value in accordance with the sum of the fractional part of the indicated pixel when divided by the boundary line and a correction value; means for calculating the error made by allocating a binary value to a pixel; means for calculating the correction value by processing the error made by allocating a binary value to the previously indicated pixel with a prevention function for preventing the formation of a bulge on the boundary of the converted image area, separated from an adjacent bulge on the same raster line by more than a predetermined maximum number of pixels, a bulge being a boundary pixel of a particular binary value flanked on both sides by pixels of the other binary value. Other features and advantages of the method and of the apparatus according to the invention will be apparent from the following description with reference to the accompanying drawings in which like references denote like parts. Fig. 1 is a diagram of an apparatus for reproducing image information; Fig. 2 is a diagram showing the process part of a laser printer for use in this apparatus; Fig. 3 shows the intensity distribution of the light spot on the photoconductive belt in the laser printer; Fig. 4a shows a boundary between a coloured image part and an uncoloured image part superimposed on a pixel raster; Fig. 4b shows a print from a laser printer of the image boundary from Fig. 4a in accordance with a conventional technique; Fig. 5a shows the same image boundary superimposed on the pixel raster; Fig. 5b shows a print from a laser printer of the image boundary from Fig. 5a in accordance with an improved technique; Fig. 6 is a diagram of a raster generator for use in an apparatus according to the invention; Fig. 7 shows an image part built up from portions. Fig. 1 is a general diagram of an apparatus for printing digital image information 3 in vector form from a source (not shown), e.g. a host computer, on to an image support. The apparatus comprises a raster generator 1 which converts the image information in vector form (3) to image information in raster form (4) and transmits it to a laser printer 2 which makes a print thereof on an image support (5). The image information in raster form (4) has the character of a square raster of image points (pixels) which are either coloured or uncoloured. Fig. 2 is a diagram showing the process part of the laser printer 2 by reference to which the operation will be explained. A belt 10 of photoconductive material is trained about a number of rollers 11,12,13,14,15 and is transported about them past a number of process stations 16,17,18,19. In the charging station 16 the belt 10 is given a surface charge which is then selectively exposed away in the exposure station 17 by exposing the belt surface by means of a beam of light 20 in accordance with the raster pattern in the image information 4. This is effected by moving a beam of light 20 from a laser 21 over the belt surface by means of a rotating mirror 22 in a direction transversely to the direction of transport of the belt 10 and at the same time modulating the light. A raster pattern of charged and discharged locations thus forms on the belt surface. This pattern is then developed in the developing station 18 with coloured powder, called toner, the charged locations being provided with toner. This process is generally known from electrophotography and will not be described in detail here. The toner image formed on the belt 10 is then transferred in the transfer station 19 to an image support 23, thus completing the printing process. The intensity distribution of the light spot on the surface of the photoconductive belt 10 is shown in Fig. 3. The intensity I has a substantially Gaussian curve against the location x, with a half value width H larger than the size of one pixel. Consequently, the tracks of the beam of light on the belt surface overlap one another. The advantage of this is that small transverse deviations in the tracks do not immediately result in unexposed zones, which would be visible on the print in the form of coloured stripes, but on the other hand, in the preparation of the image information in raster form account must be taken of the "nibbling away" of coloured image parts because the light spot extends to outside the pixel. Fig. 4a shows a raster pattern of pixels with superimposed thereon an oblique image boundary 30 between a coloured image part 31 and an uncoloured image part 32 (neither shown completely). In this example the image boundary has a gradient percentage of 10, i.e., it is offset 1 vertical pixel for each 10 horizontal pixels. The image boundary passes through a number of pixels which are thus partially situated within the coloured image part and partially within the uncoloured image part. The part of a pixel which is situated within the coloured image part is in this description referred to as the "individual fractional value" of that pixel. A frequently used method of imaging the image boundary on the pixel raster is to carry out a continual check whether a pixel is situated with more than half of its area within the coloured image part (i.e. whether the individual fractional value of that pixel is greater than 0.5) and if so giving said pixel a binary value corresponding to the coloured state, and in the other case giving the pixel the other binary value corresponding to the uncoloured state. This would give a result of the kind shown in Fig. 4a, in which the coloured pixels are indicated by a cross. The resulting print is shown in Fig. 4b. A step-shaped configuration is clearly apparent. This effect is readily visible even in the case of high resolution laser printers. An improved way of imaging the image boundary 30 on the pixel raster is shown in Fig. 5a. The image boundary is followed from left to right pixel by pixel. This is readily achieved because the configuration of the image boundary in vector form is known. For this example the pixel positions are denoted by i, i+1, i+2 and so on in the vertical direction, and j, j+1,j+2 and so on in the horizontal direction. The first pixel to be evaluated is at position i+2,j. Here again the criterion is that at least half of the pixel area must be situated within a coloured image part if it is to be coloured, but the rounding-off error which is discarded in the above-discussed method is now carried forward to the next pixel. The pixel on position i+2, j is situated as to a portion of 0.05 within the coloured image part, (the individual fractional value thereof is 0.05) and consequently receives a binary value equivalent to the uncoloured state. This, however, involves a rounding-off error equal to 0.05 and this rounding-off error is carried forward to the next pixel at position i+2, j+1. This latter pixel is situated as to a portion of 0.15 within the coloured image part, but before the rounding-off criterion is applied the rounding-off error (the "carry forward value") carried forward from the previous pixel is summated in respect of the pixel portion situated whithin the coloured image part, so that the value for evaluation (the "cumulative fractional value" of that pixel) is now 0.2. This value is still less than 1/2 so that this pixel also remains uncoloured. The rounding-off error of 0.2 is again carried forward to the next pixel, at position i+2, j+2. This pixel is situated as to a portion of 0.25 within the coloured image part. The carried forward rounding-off error of 0.2 is added here, resulting in a value of 0.45 for evaluation. This is again less than 1/2, and hence this pixel also remains uncoloured. In doing this a rounding-off error of 0.45 is incurred, and this is again carried forward to the next pixel, at position i+2, j+3. This pixel is situated as to a portion of 0.35 within the coloured image part. The carried-forward rounding-off error of 0.45 is added here, resulting in a value of 0.8 for evaluation. This value is greater than 1/2 and consequently the intended pixel is coloured. This time there is a rounding-off error of -0.2, so that an evaluation value of 0.25 applies for the next pixel at position i+2, j+4, which is situated as to a portion of 0.45 within the coloured image part. This value does not satisfy the criterion so that the pixel is not coloured. The result of this procedure will now be clear. The resulting pixel filling-in will be apparant from Fig. 5a. When the pixel at position i+2, j+9 is reached all the following pixels of the row i+2 are coloured, because they are situated completely within the coloured image part, and the evaluation procedure continues with row i+1, taking into account any rounding-off error saved at the pixel on position i+2, j+9 (although for the case discussed as an example here this error is = 0). Fig. 5b shows the result of the pixel filling-in as described here after printing by the laser printer. The pixels 40 projecting from the image boundary are not separately visible because they have been partially erased by the laser light spot overlapping some pixels. Their presence, however, leads to a much more gradual configuration of the image boundary on the print. The pixels 40 projecting from an image boundary must not be too far apart because otherwise they would still be separately visible. In a practical case in which the laser light spot had an average half-value width of 80 micrometres, the required effect appeared to occur with pixels of a size 50 x 50 micrometers only when the coloured pixels were separated by not more than two uncoloured pixels. To achieve this, the rounding-off error to be carried forward is processed with a prevention function f. Particularly in the case of image boundaries which form a very small angle with a main direction of the pixel raster this processing is very important. In a first embodiment of the method according to the invention the function f is a rounding-off to part G of a pixel or whole multiples thereof (including 0). The maximum distance between two projecting pixels is determined by the value of G. If G = 1/2, the maximum distance is two pixels, i.e. there can be a maximum of one uncoloured pixel situated between two coloured projecting pixels, while in the case of G = 1/3 the maximum distance is three pixels. Generally, if G equals 1/n (n being an integer > 1), the maximum distance is n pixels, so the maximum number of pixels separating two projecting (coloured or uncoloured) pixels is n-1. In a second embodiment, the function f reduces the rounding-off error to 0 if the error is smaller than a part G of a pixel. If the absolute value of the error is greater than G, it is returned unaltered by f. The maximum distance attained using this embodiment is n pixels when G equals 1/n (where n is an integer greater than 1). In a third embodiment, the function f simply reduces the rounding-off error to 0 every time it processes an (n-1)th boundary pixel (where n is an integer > 2). This results in a maximum distance of n pixels. Table I (Annex) shows the results of using the three embodiments of the method according to the invention for n = 3, when processing an image boundary similar to the one shown in Figures 4a and 5a, but having a gradient percentage of 40. The first column ("No.") states the number of the horizontal raster position being processed (from 1 to 41) and the second column ("i.f.v.") contains the individual fractional value of the boundary pixel on the position in the first column, i.e. the part of that pixel covered by the image area below the boundary line. The third and fourth columns show the results of processing the boundary line using error propagation without using the prevention function f ("simple carry-forward"). The third column ("pixel") identifies the pixels allocated the colour of the image area below the boundary line with an x. Pixels allocated the colour of the image area above the boundary line are indicated by -. The fourth column ("carry-f") shows the rounding-off error actually carried forward to the next pixel. From the third column it can be seen that the pixels nr. 7, 32 and 40 are separated from similar projecting pixels by more than two pixels of a different colour and therefore will show up on the printed result as bulges on the boundary line. In the case of a boundary line having a greater gradient percentage (i.e. smaller angle with the raster axis) the number of isolated pixels visible as bulges on the boundary line would be still greater. The results of processing the boundary line with the method according to the invention, that is using the prevention function f, are given in the 5th and 6th, the 7th and 8th and the 9th and 10th columns for the first, second and third embodiments, respectively. Mutatis mutandis, the columns show the same information as the third and fourth columns. It follows clearly from these columns, that there are no pixels separated so much as to form visible bulges on the boundary line. Of course, the number n should be chosen to fit the properties of the print system (that is, the dot overlap used) optimally. It should be noted that the procedure described produces particularly good results if the angle between the image boundary 30 and the processing direction (which in Fig. 5 is formed by the horizontal in the direction, j, j+1, etc.) is between 0 and 45°. The processing algorithm should preferably be so adapted that the processing extends in the direction imposed thereby. Fig. 6 is a diagram of a raster generator for use in an apparatus according to the invention. The apparatus itself otherwise complies with the description of Fig. 1. A memory 50 connected via a bus 51 to a host computer (not shown), and a memory 52 are both connected to an indicating and filling unit 53 in turn connected to a bit map memory 54 via a data bus 55 and an address bus 56. Unit 53 is also connected to a module IFW (57) via an address bus 58. Module IFW (57) is also connected to the memories 50 and 52 and also at its output to a module CFW (59) and via the same connection to a module AF (60). The input of module CFW (59) is connected to a buffer memory 63 and its output is connected to a module BPW (61). The output of the latter module is connected to module AF (60) and via the same connection to the bit map memory 54. The output of module AF (60) is connected to a module f (62), which in turn has an output to the buffer memory 63. Finally, the bit map memory 54 is provided with an output bus 64 for connection to a laser printer (not shown). The operation of this raster generator is as follows. The memory 50 is loaded by the host computer via the bus 51 with image data in vector form, i.e. the formulae which describe the image boundaries, and data relating to the binary values ("coloured" or "uncoloured") of the areas enclosed by the image boundaries. The memory 52 is previously loaded with data relating to the raster pattern on which the image data are to be reproduced for the printer. The indicating and filling unit 53 then analyses the image boundaries contained in the image data and determines the pixels which are intersected by the image boundaries. It transmits this information in sequence via the address bus 58 to the module IFW (57), which always determines the individual fractional value of an indicated pixel on the basis of the data in the memories 50 and 52. This value then passes to the module CFW (59), which calculates the cumulative fractional value by summating any carry-forward value present in the buffer memory 63 with the individual fractional value. The module CFW (59) thus feeds the cumulative fractional value calculated in this way to the module BPW (61), which on the basis of a predetermined criterion, e.g. "is the cumulative fractional value greater or less than ½?", allocates a binary value to the intended pixel. The allocated binary value is stored in the bit map memory 54 at a location indicated by the unit 53 via the address bus 56, such location being related to the location of the intended pixel in the print to be made by the laser printer. The allocated binary value is also transmitted by module BPW (61) to module AF (60), which compares it with the individual fractional value fed by the module IFW (57) and determines the rounding-off error made. The module AF (60) transmits this rounding-off error to the module f (62), which rounds it off to 1/3 pixel or any other value as described in the foregoing, or processes it in another way according to the second or third embodiment described above, and stores this processed rounding-off error as a carry-forward value in the buffer memory 63 for use by the module CFW (59) for the following pixel. In the above-described manner all the pixels intersected by a boundary line between two image parts are given a binary value ("coloured" or "uncoloured"). The remaining pixels which are thus situated completely in a coloured or uncoloured image part are then given a binary value by the unit 53 on the basis of the data in the memories 50 and 52 and are placed, by means of the data bus 55 and the address bus 56, in the bit map memory 54 at locations related to their locations in the print to be made by the laser printer. If the end point of a boundary line is reached in reproducing an image boundary on the pixel raster and a new boundary line is started, the carry-forward value stored in the buffer memory 63 can be discarded (if the boundary line to be processed is not related to the one just completed), but it can also be taken over to the new boundary line to be processed. This may be particularly convenient for building up image parts from contiguous parts as shown in Fig. 7. This shows how a segment 100 of a circular belt is built up from a number of portions 101, 102, 103 surrounded by straight line parts. The raster generator passes through the image boundaries in the direction of the arrows starting at point 121. After the image boundary has been passed until point 122, the last carry-forward value thereof is taken over to the image boundary 105 and this also occurs at the transition of the image boundary 105 to the image boundary 106. On reaching the end of the image boundary 106, however, the carry-forward value is erased from the buffer memory because the next image boundary (107) to be processed has no relationship with the previous one. This also occurs on the transition to the image boundary 108, but the carry-forward value is again taken over at the transitions to the image boundaries 109 and 110. Image boundary 111 again starts with a clean buffer memory 63 and after processing thereof the entire segment is surrounded by pixels and is filled by the unit 53. The bitmap memory 54 now contains all the data for making a print by means of the laser printer. The latter can access these data via the output bus 64. Although the invention has been described with reference to the example hereinbefore, it is not restricted thereto. The one skilled in the art will find alternative embodiments within the scope of the claims. Thus the invention, apart from being of use for a "white writing" laser printer as described here, can also be used for a "black writing" laser printer or even for any other printer which makes printed points which overlap various pixels. The invention is also applicable to screens and dispays with dot overlap. ANNEX

Claims: A method of converting image information in vector form (3) into a raster pattern of binary pixels (4), comprising allocating binary values to the pixels in dependence on the position of the said pixels with respect to coloured (31) and uncoloured (32) image areas contained in the image information, characterised in that pixels intersected by a boundary line (30) between image areas (31, 32) are processed successively by following the boundary line (30) and by allocating to each pixel a binary value in accordance with the sum of the fractional part (i.f.v.) of the current pixel when divided by the boundary line (30) and a correction value calculated from any error made by allocating a binary value to the previously processed pixel, the correction value being calculated by processing the said error made by allocating a binary value to the previously processed pixel with a prevention function (f) for preventing the formation of a bulge on the boundary of the converted image area, separated from an adjacent bulge on the same raster line by more than a predetermined maximum number of pixels, a bulge being a boundary pixel of a particular binary value flanked on both sides by pixels of the other binary value. A method according to claim 1, wherein the prevention function is given by f(err) = [err]n, wherein f is the prevention function; err is the error made by allocating a binary value to the previously processed pixel, expressed as a part of a pixel; [err]n means rounding off err to an integer multiple of 1/n; n is a predetermined integer > 1. A method according to claim 1, wherein the prevention function is given by: f(err)= 0 if |err| < 1/n err if |err| >= 1/n, wherein f is the prevention function; err is the error made by allocating a binary value to the previously processed pixel, expressed as a part of a pixel; n is a predetermined integer > 1. A method according to claim 1, wherein the prevention function is given by: f(err) = 0 when processing every (n-1)th pixel err otherwise, wherein f is the prevention function; err is the error made by allocating a binary value to the previously processed pixel, expressed as a part of a pixel; n is a predetermined integer > 2. A method according to claim 2 or 3, wherein n = 2. A method according to claim 2, 3 or 4, wherein n = 3. Apparatus for converting image information in vector form (3) into a raster pattern of binary pixels (4), comprising a raster generator (1) for allocating binary values to the pixels of a raster pattern in dependence on the position of the said pixels with respect to coloured (31) and uncoloured (32) image areas contained in the image information, characterised in that the raster generator is provided with means (53) for indicating successive adjoining pixels intersected by a boundary line (30) between image areas (31, 32); means (59, 61) for allocating to an indicated pixel a binary value in accordance with the sum of the fractional part (i.f.v.) of the indicated pixel when divided by the boundary line (30) and a correction value; means (60) for calculating the error made by allocating a binary value to a pixel; means (62) for calculating the correction value by processing the error made by allocating a binary value to the previously indicated pixel with a prevention function (f) for preventing the formation of a bulge on the boundary of the converted image area, separated from adjacent an bulge on the same raster line by more than predetermined maximum number of pixels, a bulge being a boundary pixel of a particular binary value flanked on both sides by pixels of the other binary value. Apparatus according to claim 7, wherein the means (62) for calculating a correction value comprise a prevention function module that upon input of a value returns that value rounded off to an integer multiple of 1/n, wherein n is a predetermined integer > 1. Apparatus according to claim 7, wherein the means for calculating a correction value (62) comprise a prevention function module that upon input of a value returns: that same value, if the absolute value of that value is greater than or equal to 1/n, and zero, if that absolute value is less than 1/n, wherein n is a predetermined integer > 1. Apparatus according to claim 7, wherein the means (62) for calculating a correction value comprise a prevention function module that upon input of a value returns: zero, when processing every (n-1)th pixel, and that same value, otherwise, wherein n is a predetermined integer > 2. Apparatus according to claim 8 or 9, wherein n = 2. Apparatus according to claim 8, 9 or 10, wherein n = 3. A printer device for printing digital image information in vector form, including an apparatus according to any one of the claims 7-12. A display device for displaying digital image information in vector form, including an apparatus according to any one of the claims 7-12.

Inventors: LUTTMER MAURICE LAMBERT MARTIN, LUTTMER, MAURICE LAMBERT MARTIN
Applicants: OCE NEDERLAND BV, OCE-NEDERLAND B.V.
Application year: 1990
Main classification: G06K15
IPC codes: G06T11, G09G5, G06K15, B41J2