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| Article Name : | | | S-ENTROPY AND FAMILY OF DISTRIBUTIONS | | Author Name : | | | MEENA KUMARI | | Publisher : | | | Ashok Yakkaldevi | | Article Series No. : | | | ROR-495 | | Article : | |  | Author Profile | | Abstract : | | | Entropy is a measure of uncertainity in a randome variable. In this context, the term usually refers to the Shannon's measure of entropy, which quantifies the expected value of the imformation contained in a massage. It has vast application in the social sciences and all branches of science. Researchers have defined different form of entropy as Mathai and Rathie, Aczel and Z Darcozy. But A Renyi and Shannon's measure of entropy has sought wide attraction as extensive and non-extensive measure of imformation. In this study our interest in defined S-entropy using lambert functions. | | Keywords : | | - Lambert function
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