2016Theory of Probability and Mathematical StatisticsRequires access

An $L_p$-criterion for testing a hypothesis about the covariance function of a random sequence

T. O. Yanevich

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Abstract

An $L_p$-criterion for testing a hypothesis about the covariance function for a centered stationary Gaussian sequence is constructed in this paper. The criterion is analyzed for some particular cases by using the simulated data.

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What this paper is about

An $L_p$-criterion for testing a hypothesis about the covariance function for a centered stationary Gaussian sequence is constructed in this paper. The criterion is analyzed for some particular cases by using the simulated data.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

An $L_p$-criterion for testing a hypothesis about the covariance function for a centered stationary Gaussian sequence is constructed in this paper. The criterion is analyzed for some particular cases by using the simulated data.

Key concepts: Mathematics, Covariance function, Sequence (biology), Covariance, Statistics, Statistical hypothesis testing, Random sequence, Function (biology)

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