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Problem 6.2 In this proble, we wi look at a simple application of probability to cryptog- raphy. Alice would like to communic

Random Key Generator MAlice Bob M Eve? To be more precise, lets say Alices message is represented by a discrete random vari

Determine the conditional PMF PMIx (mr) and write it as a table. Are M and X independent? Briefly argue that Bob can recover

If it helps the marginal PMF is P, (fora 0, 1,2,3 Ootherwise

Problem 6.2 In this proble, we wi look at a simple application of probability to cryptog- raphy. Alice would like to communicate a message to Bob but docs not want Eve to learn the message. The difficulty is that Eve can hear everything that Alice says. However, Alice and Bob both have access to a shared random key, which will allow Alice to hide the message from Eve. The block diagram below should help you visualize the scenario.
Random Key Generator MAlice Bob M Eve? To be more precise, let's say Alice's message is represented by a discrete random variable M and the random key is represented by a discrete random variable K. Let M and K be independent with PMFs Pr(m)m-1 k - 0,1,2,3 otherwise. 0 0 otherwise
Determine the conditional PMF PMIx (mr) and write it as a table. Are M and X independent? Briefly argue that Bob can recover M from X and K, but Eve can do no better than randomly guessing M since she only sees X
P, (fora 0, 1,2,3 Ootherwise
0 0
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Solubiont conch Hond 1 드, Tte X70 (m, K Mcm hey A vando myany vaama

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