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On measurable solutions of a functional equation and their application to information theory

Gur Dial — 1983

Aplikace matematiky

In this paper, measurable solutions of a functional equation with four unknown functions are obtained. As an application of the measurable solutions a joint characterization of Shannon’s entropy and entropy of type $β$ is given.

On measurable solutions of a functional equation and its application to information theory

Gur Dial — 1984

Kybernetika

Pseudo-generalization of Shannon inequality for Mittal's entropy and its application in coding theory

Rosimary Pereira; Gur Dial — 1984

Kybernetika

On weighted entropy of type $(α, β)$ and its generalizations

Gur Dial; Inder Jeet Taneja — 1981

Aplikace matematiky

Belis and Guiasu studied a generalization of Shannon entropy as weighted or useful entropy. In this paper, the weighted entropy of type $(α, β)$ is defined and characterized and some if its properties are studied. Further generalizations involving more parameters of weighted entropy are also specified.

Multiple decoding scheme and bounds on the probability of error and erasure over a multiple channel

Bhu Dev Sharma; Gur Dial — 1976

Kybernetika

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Currently displaying 1 – 5 of 5

On measurable solutions of a functional equation and their application to information theory

On measurable solutions of a functional equation and its application to information theory

Pseudo-generalization of Shannon inequality for Mittal's entropy and its application in coding theory

On weighted entropy of type ( α , β ) and its generalizations

Multiple decoding scheme and bounds on the probability of error and erasure over a multiple channel

On weighted entropy of type $(α, β)$ and its generalizations