  jpeg 2000 (jp2) is an image compression standard and coding system. it was created by the joint photographic experts group committee in 2000 with the intention of superseding their original discrete cosine transform-based jpeg standard (created in 1992) with a newly designed, wavelet-based method. the standardized filename extension is .jp2 for iso/iec 15444-1 conforming files and .jpx for the extended part-2 specifications, published as iso/iec 15444-2. the registered mime types are defined in rfc 3745. for iso/iec 15444-1 it is image/jp2. jpeg 2000 code streams are regions of interest that offer several mechanisms to support spatial random access or region of interest access at varying degrees of granularity. it is possible to store different parts of the same picture using different quality. == aims of the standard == while there is a modest increase in compression performance of jpeg 2000 compared to jpeg, the main advantage offered by jpeg 2000 is the significant flexibility of the codestream. the codestream obtained after compression of an image with jpeg 2000 is scalable in nature, meaning that it can be decoded in a number of ways; for instance, by truncating the codestream at any point, one may obtain a representation of the image at a lower resolution, or signal-to-noise ratio â see scalable compression. by ordering the codestream in various ways, applications can achieve significant performance increases. however, as a consequence of this flexibility, jpeg 2000 requires encoders/decoders that are complex and computationally demanding. another difference, in comparison with jpeg, is in terms of visual artifacts: jpeg 2000 produces ringing artifacts, manifested as blur and rings near edges in the image, while jpeg produces ringing artifacts and 'blocking' artifacts, due to its 8Ã8 blocks. jpeg 2000 has been published as an iso standard, iso/iec 15444. , jpeg 2000 is not widely supported in web browsers, and hence is not generally used on the [[interne
Graphics_file_formats ISO_standards Image_compression Wavelets