On logarithmically asymptotically optimal hypothesis testing of three distributions for pair of independent objects

Evgueni A. Haroutunian; Parandzem M. Hakobyan

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Title: On logarithmically asymptotically optimal hypothesis testing of three distributions for pair of independent objects

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0131-4645

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Երկու անկախ օբյեկտների զույգի նկատմամբ երեք վարկածների լոգարթմորեն ասիմպտոտորեն օպտիմալ ստուգում

Coverage:

76-81

Abstract:

The problem of hypotheses testing for a model consisting from two independent objects is considered. It is supposed that three probability distributions are known and objects independently from each other follow to one of them. The matrix of asymptotic interdependencies (reliability{reliability functions) of all possible pairs of the error probability exponents (reliabilities) in optimal testing for this model is studied. The case with two independent objects and two given probability distributions was elaborated by Haroutunian and Ahlswede.

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Изд-во НАН РА

Date created:

2005-02-10

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pdf

Identifier:

oai:arar.sci.am:258446

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ՀՀ ԳԱԱ Հիմնարար գիտական գրադարան

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Mathematics Algorithm Հարությունյան Ե. Ա. Հակոբյան Փ. Մ.

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Digital Library > Յօդուածներ

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Dec 8, 2023

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Jul 24, 2020

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https://arar.sci.am/publication/281512

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On logarithmically asymptotically optimal hypothesis testing of three distributions for pair of independent objects	Dec 8, 2023

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Title: On logarithmically asymptotically optimal hypothesis testing of three distributions for pair of independent objects

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