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2D Discrete Fourier Transform (DFT) - Univr
www.di.univr.itDiscrete Cosine Transform. 29 2D DCT • based on most common form for 1D DCT u,x=0,1,…, N-1 “mean” value. 30 1D basis functions Cosine basis functions are orthogonal Figure 1. 31 2D DCT • Corresponding 2D formulation u,v=0,1,…., N-1 direct inverse. 32 2D basis functions
EMBEDDED SYSTEM DESIGN
www.bharathuniv.ac.inDiscrete Cosine Transformations (DCT) and inverse DCT (IDCT) functions fast. The latter are a must for fast execution of the algorithms for signal analyzing, coding, filtering, noise cancellation, echo-elimination, compressing and decompressing, etc. Figure 2.6 shows the block diagram for a digital signal processor