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The users' hard outage probability constraints can be satisfied at the cost of one QR.
Also, the system performance under users' hard outage probability constraints is studied.
Users hard outage probability constraints can be satisfied at the cost of one more QR in the channel quantizer.
Also, the same points are obtained by M = 4 QRs and extremely hard outage probability constraint for each user, where the first QR converges to zero (Remark 5).
The results are the same as the ones obtained by M 1 r = 5, M 2 r = 5 under extremely hard outage probability constraint (Theorem 4).
Note that the results are the same as the ones obtained by M1 = 2, M2 = 5, M 1 r = 5, and M 2 r = 5 under extremely hard outage probability constraint (Theorem 4, Remark 5).
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For any finite network where the expression of outage probability is hard to simplify, we perform the numerical evaluation.
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