Question: Coding & Information Theory 5. (18%) (Binary Symmetric Cannel) Let I be the BSC. Its input alphabet A = 2 ={0,1} and its output alphabet

Coding & Information Theory Coding & Information Theory 5. (18%) (Binary Symmetric Cannel) Let I be

5. (18%) (Binary Symmetric Cannel) Let I be the BSC. Its input alphabet A = 2 ={0,1} and its output alphabet B = Zn = {0, 1}. Its probabilities have the form Po = Pr(a = 0) = p and p. = Pr(a = 1) = p = 1-p for some p such that 0

Q10 is p > P 5. (18%) (Binary Symmetric Cannel) Let I be the BSC. Its input alphabet A = 2 ={0,1} and its output alphabet B = Zn = {0, 1}. Its probabilities have the form Po = Pr(a = 0) = p and p. = Pr(a = 1) = p = 1-p for some p such that 0

Q10 is p > P

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