Question: coding and cryptography Consider the two dimensional product code example as the one described in section 8.4.3, as shown in the figure below. The transmitted

coding and cryptography coding and cryptography Consider the two dimensional product code example as the

Consider the two dimensional product code example as the one described in section 8.4.3, as shown in the figure below. The transmitted codeword symbols are represented by C = d; dz dz d4 Pin Pzn Piv Pzv. The received codeword symbols are represented by r, where r is given by r=C+n, wehre n is zero mean white gaussin noise with variance on = 0.25. Assume the data C = d; dz dz da is given by 0110. The data is read horizontally. a. write transmitted codeword sysmbols using polar format. b. assume the received codeword symbols are given by r= -0.80 0.25 1.2 - 0.10 1.6 - 0.1 2.0 0.20 Calculate the values of the soft outputs for the data bits for the following two cases: case l: after one horizontal and one vertical decoding. Case II: after two horizontal and two vertical decoding. C. how many errors have been corrected in both cases. d1 d2 Pan d3 d4 P2n| P1V P21

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