MINIMAX PROBLEM FOR THE ROMANOVSKY DISTRIBUTION IN THE Lγ METRIC

Yusupova A. K.

MINIMAX PROBLEM FOR THE ROMANOVSKY DISTRIBUTION IN THE Lγ METRIC

Authors

Yusupova A. K. Professor of the Department of Mathematics of Fergana State University

Keywords:

Convergence by variation, Romanovsky distribution, normal, binomial, negativebinomial, Poisson, Erlang and Bet distributions.

Abstract

The article solves the minimax problem for the Romanovsky distribution in the Lj metric.Convergence theorems for variation of the Romanovsky distribution to normal, binomial,negative-binomial distributions, Poisson distributions, Erlang distributions, and bet
distributions are given.

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Published

2025-05-28

How to Cite

Yusupova A. K. (2025). MINIMAX PROBLEM FOR THE ROMANOVSKY DISTRIBUTION IN THE Lγ METRIC. Web of Scientists and Scholars: Journal of Multidisciplinary Research, 3(5), 156–175. Retrieved from https://webofjournals.com/index.php/12/article/view/4374