2 problems
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Secrecy-gain conjecture for formally unimodular lattices
Formally unimodular secrecy-gain conjecture. The secrecy function of every formally unimodular lattice achieves its maximum at :
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Conjecture that the second-order secrecy-rate lower bound is tighter than the upper bound
Let the lower and upper bounds on the second-order secrecy rate be denoted by the expressions in Theorems 13 and 14, respectively. Second-order secrecy-rate bound conjecture. The l…