Optimal Equivocation in Secrecy Systems a Special Case of Distortion-based Characterization
Information Theory
2013-03-12 v1 math.IT
Abstract
Recent work characterizing the optimal performance of secrecy systems has made use of a distortion-like metric for partial secrecy as a replacement for the more traditional metric of equivocation. In this work we use the log-loss function to show that the optimal performance limits characterized by equivocation are, in fact, special cases of distortion-based counterparts. This observation illuminates why equivocation doesn't tell the whole story of secrecy. It also justifies the causal-disclosure framework for secrecy (past source symbols and actions revealed to the eavesdropper).
Cite
@article{arxiv.1303.2149,
title = {Optimal Equivocation in Secrecy Systems a Special Case of Distortion-based Characterization},
author = {Paul Cuff},
journal= {arXiv preprint arXiv:1303.2149},
year = {2013}
}
Comments
Invited to ITA 2013, 3 pages, no figures, using IEEEtran.cls