---------------------------------------------------------------------- --- EPIC (Efficient Pyramid Image Coder) --- --- Designed by Eero P. Simoncelli and Edward H. Adelson --- --- Written by Eero P. Simoncelli --- --- Developed at the Vision Science Group, The Media Laboratory --- --- Copyright 1989, Massachusetts Institute of Technology --- --- All rights reserved. --- ---------------------------------------------------------------------- Permission to use, copy, or modify this software and its documentation for educational and research purposes only and without fee is hereby granted, provided that this copyright notice and the original authors' names appear on all copies and supporting documentation. For any other uses of this software, in original or modified form, including but not limited to distribution in whole or in part, specific prior permission must be obtained from M.I.T. and the authors. These programs shall not be used, rewritten, or adapted as the basis of a commercial software or hardware product without first obtaining appropriate licenses from M.I.T. M.I.T. makes no representations about the suitability of this software for any purpose. It is provided "as is" without express or implied warranty. ---------------------------------------------------------------------- EPIC (Efficient Pyramid Image Coder) is an experimental image data compression utility written in the C programming language. The compression algorithms are based on a biorthogonal critically-sampled wavelet (subband) decomposition and a combined run-length/Huffman entropy coder. The filters have been designed to allow extremely fast decoding on conventional (ie, non-floating point) hardware, at the expense of slower encoding and a slight degradation in compression quality (as compared to a good orthogonal wavelet decomposition). We are making this code available to interested researchers who wish to experiment with a subband pyramid coder. We have attempted to optimize the speed of pyramid reconstruction, but the code has not been otherwise optimized, either for speed or compression quality. In particular, the pyramid construction process is unnecessarily slow, quantization binsizes are chosen to be the same for each subband, and we have used a very simple scalar entropy coding scheme to compress the quantized subbands. Although this coding technique provides good coding performance, a more sophisticated coding scheme (e.g., utilizing an arithmetic coder, or a vector quantizer) combined with this pyramid decomposition could result in substantial coding gains. EPIC is currently limited to 8-bit monochrome square images, and does not explicitly provide a progressive transmission capability (although this capability is easily added since it uses a pyramid representation). EPIC is available via anonymous ftp from whitechapel.media.mit.edu (IP number 18.85.0.125) in the file pub/epic.tar.Z. This is a unix-compressed tarfile, so don't forget to put ftp into binary mode. Comments, suggestions, or questions should be sent to: Eero P. Simoncelli MIT Media Laboratory, E15-385 20 Ames Street Cambridge, MA 02139 E-mail: eero@media.mit.edu References (the third of these describes EPIC and is available via ftp): Edward H. Adelson, Eero P. Simoncelli and Rajesh Hingorani. Orthogonal pyramid transforms for image coding. In Proceedings of SPIE, October 1987, Volume 845. Eero P. Simoncelli. Orthogonal Sub-band Image Transforms. Master's Thesis, EECS Department, Massachusetts Institute of Technology. May, 1988. Edward H. Adelson, Eero P. Simoncelli. Subband Image Coding with Three-tap Pyramids. Picture Coding Symposium, 1990. Cambridge, MA. USAGE: ------ Typing "epic" gives a description of the usage of the command: epic infile [-o outfile] [-x xdim] [-y ydim] [-l levels] [-b binsize] An example call might look like this: epic my-image -o test.E -x 512 -y 512 -l 5 -b 33.45 Note that: 1) the infile argument must be a file containing raw 8bit grayscale image data. 2) if the size of the image is different than 256x256, you must specify it on the command line. Currently, the code is limited to square images only. 3) the binsize can be any floating point number. Larger numbers give higher compression rates, smaller numbers give better image quality. Using a binsize of zero should give perfect reconstruction. 4) The test_image provided is a difficult image to compress: it is NOT the original lenna image (which was 512x512), and thus has more information content near the Nyquist sampling frequencies. 4) Color images can be compressed best by converting from rgb to yiq and compressing each of the components separately. The decompression command "unepic" is also provided. Typing "unepic test.E" will create a raw 8bit data file called "test.E.U". If you don't like that name, you can specify a different name as an optional second argument.