EXPONENTIAL DISTRIBUTION DENSITY DERIVED WITH THE HELP OF THE MULTI-OPTIONAL HYBRID FUNCTIONS ENTROPY CONDITIONAL OPTIMIZATION

Journal Title: Проблеми тертя та зношування - Year 2017, Vol 77, Issue

Abstract

The paper theoretically considers the possibility of the multi-optional hybrid func-tions entropy conditional optimization principle applicability with the purpose of discovering the substantiated reasons for the exponential distribution density exist-ence. Exponential distribution density for a random value is obtained on the basis of multi-optional optimality concept with taking into account the degree of uncer-tainty, in the view of the entropy member, for a special sort hybrid-optional effec-tiveness functions rather than on the basis of probabilistic speculations and deriva-tions. With the help of the variational principle it is shown the optimality of the dis-tribution density. The approach is applicable to the variety of issues since it has a significance of a plausible explanation for phenomena stipulated by multi-optionality.

Authors and Affiliations

A. V. GONCHARENKO

Keywords

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  • EP ID EP366430
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How To Cite

A. V. GONCHARENKO (2017). EXPONENTIAL DISTRIBUTION DENSITY DERIVED WITH THE HELP OF THE MULTI-OPTIONAL HYBRID FUNCTIONS ENTROPY CONDITIONAL OPTIMIZATION. Проблеми тертя та зношування, 77(), 90-94. https://europub.co.uk/articles/-A-366430