In a binary transmission with messages m, and m,, the cost is defined as Co0=C1 =...

 

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In a binary transmission with messages m, and m,, the cost is defined as Co0=C1 = 0, Co1 =C0 =C. The probability of m, is 1/3 and the probability of m, is 2/3. (a) Determine the optimum Bayes receiver. (b) If for instance, we have C00-C=C, Co =Co =0, then determine the optimum Bayes receiver. In a binary transmission with messages m, and m,, the cost is defined as Co0=C1 = 0, Co1 =C0 =C. The probability of m, is 1/3 and the probability of m, is 2/3. (a) Determine the optimum Bayes receiver. (b) If for instance, we have C00-C=C, Co =Co =0, then determine the optimum Bayes receiver.