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On MMSE properties of codes for the Gaussian broadcast channel with confidential messages.

, , , and . ICC Workshops, page 441-446. IEEE, (2015)

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An Elementary Proof of a Classical Information-Theoretic Formula., , , and . ISIT, page 1392-1396. IEEE, (2019)MMSE of "Bad" Codes, and . CoRR, (2011)On MMSE properties and I-MMSE implications in parallel MIMO Gaussian channels., , , and . ISIT, page 535-539. IEEE, (2010)On the applications of the minimum mean p-th error (MMPE) to information theoretic quantities., , , , , and . ITW, page 66-70. IEEE, (2016)On the equality condition for the I-MMSE proof of the entropy power inequality., , , and . Allerton, page 1034-1039. IEEE, (2017)An MMSE Approach to the Secrecy Capacity of the MIMO Gaussian Wiretap Channel., , , and . EURASIP J. Wireless Comm. and Networking, (2009)On the SNR-Evolution of the MMSE Function of Codes for the Gaussian Broadcast and Wiretap Channels., , , and . IEEE Trans. Inf. Theory, 62 (4): 2070-2091 (2016)On MMSE Crossing Properties and Implications in Parallel Vector Gaussian Channels., , , and . IEEE Trans. Inf. Theory, 59 (2): 818-844 (2013)On MMSE properties of codes for the Gaussian broadcast channel with confidential messages., , , and . ICC Workshops, page 441-446. IEEE, (2015)An MMSE approach to the secrecy capacity of the MIMO Gaussian wiretap channel., , , and . ISIT, page 2602-2606. IEEE, (2009)