Question: = - 2) Let X be a Bernoulli (1/2) source with X = {0,1}. Let = {0,1,2} be the reproduction alphabet with the distortion measure

= - 2) Let X be a Bernoulli (1/2) source with

= - 2) Let X be a Bernoulli (1/2) source with X = {0,1}. Let = {0,1,2} be the reproduction alphabet with the distortion measure d:XX [0,00] defined as d(0,0)= d (1,1) = 0, d (0,2)= d (1,2)=1, and d(i, j)=0 for all the pairs(i, j). a) Find the rate distortion function of this representation f X. b) Find a coding scheme that attains R(D) for any given D. = = 1, . = - 2) Let X be a Bernoulli (1/2) source with X = {0,1}. Let = {0,1,2} be the reproduction alphabet with the distortion measure d:XX [0,00] defined as d(0,0)= d (1,1) = 0, d (0,2)= d (1,2)=1, and d(i, j)=0 for all the pairs(i, j). a) Find the rate distortion function of this representation f X. b) Find a coding scheme that attains R(D) for any given D. = = 1

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