Ephraim Feig, Fred Greenleaf
Applied Optics
We introduce several fast algorithms for computing discrete cosine transforms (DCT’s) and their inverses on multidimensional inputs of sizes which are powers of 2. Because the one-dimensional 8-point DCT and the two-dimensional 8 x 8-point DCT are so widely used, we discuss them in detail. We also present algorithms for computing scaled DCT’s and their inverses; these have applications in compression of continuous tone image data, where the DCT is generally followed by scaling and quantization. © 1992 IEEE
Ephraim Feig, Fred Greenleaf
Applied Optics
Louis Auslander, Ephraim Feig, et al.
IEEE Transactions on Acoustics, Speech, and Signal Processing
Ephraim Feig, F. Alberto Grunbaum
Inverse Problems
Michael O. Rabin, Shmuel Winograd
Communications on Pure and Applied Mathematics