The work derives an approximate local secrecy capacity and defines secret local contraction coefficients as largest generalized eigenvalues of channel matrix pencils, obtained via local Euclidean geometry approximations to the wiretap channel optimization problem.
A mathematical theory of communication,
2 Pith papers cite this work. Polarity classification is still indexing.
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A new simulator for TN-NTN 6G networks evaluates post-disaster fallback performance following 3GPP standards, showing capacity-delay tradeoffs and hybrid resilience benefits.
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Local Information-Theoretic Security via Euclidean Geometry
The work derives an approximate local secrecy capacity and defines secret local contraction coefficients as largest generalized eigenvalues of channel matrix pencils, obtained via local Euclidean geometry approximations to the wiretap channel optimization problem.
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A Disaster-Aware Integrated TN-NTN System-Level Simulator for Resilient 6G Wireless Networks
A new simulator for TN-NTN 6G networks evaluates post-disaster fallback performance following 3GPP standards, showing capacity-delay tradeoffs and hybrid resilience benefits.