A Fast 8 × 8 Pruned DCT Algorithm

El-Sharkawy, Mohamed; Eshmawy, W.

doi:10.1006/dspr.1996.0015

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“…Recently, El-Sharkawy and Eshmawy [3] presented an efficient matrix factorization for one-dimensional (1-D) recursive pruned DCT (RPDCT) which improves the result of Wang [6] significantly. Later, they [4] extended the proposed method from the 1-D domain to the 2-D domain successfully. Based on the result of [3], the motivation of this research is to present new matrix factorizations for RPDCT in order to gain some computational advantages.…”

Section: Introductionmentioning

confidence: 99%