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• W2205933074 abstract "A new upper bound on the relative entropy is derived as a function of the total variation distance for probability measures defined on a common finite alphabet. The bound improves a previously reported bound by Csiszar and Talata. It is further extended to an upper bound on the Renyi divergence of an arbitrary non-negative order (including $infty$) as a function of the total variation distance." @default.
• W2205933074 created "2016-06-24" @default.
• W2205933074 creator A5032026808 @default.
• W2205933074 creator A5075952471 @default.
• W2205933074 date "2015-03-11" @default.
• W2205933074 modified "2023-10-18" @default.
• W2205933074 title "Upper Bounds on the Relative Entropy and R'enyi Divergence as a Function of Total Variation Distance for Finite Alphabets" @default.
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