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Research Article Open access CC BY 4.0

Some New Series of Inequalities Premised on Verma Measures of Information

Rohit Kumar Verma

Asian Journal of Probability and Statistics · pp. 56–63 · Published 8 Apr 2023

10.9734/ajpas/2023/v22i1477

Abstract

There are many information measures existing in the literature of information theory. Most of them are Shannon, Burg, Renyi, Havrda-Charvat, Tsallis etc. A dozen methods of obtaining inequalities by using the properties of measures of information and directed-divergence [1,2] are given. Verma [3,4] information measures has attracted attention for a new class of inequalities during the tenure of investigation. The purpose of this communication is that to extrapolate novel inequalities associated with Verma information measures and different statistical distributions.

Inequality measures of information beta distribution binomial distribution truncated binomial distribution truncated normal distribution geometric distribution exponential distribution

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