2010Unpublished venueRequires access

Markov Operators on Hermitian 2×2 Matrix Spaces with p-order

M. A. Berdikulov

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Abstract

In this work the Markov operators are studied on the space on 2 ×2 matrices which porder. In this case the general form of the Markov’s operators is found. Sufficient conditions for an operator in this spaces to be Markov’s given. The regularity, accuracy and periodicity of the Markov’s operator is investigated.

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What this paper is about

In this work the Markov operators are studied on the space on 2 ×2 matrices which porder. In this case the general form of the Markov’s operators is found. Sufficient conditions for an operator in this spaces to be Markov’s given. The regularity, accuracy and periodicity of the Markov’s operator is investigated.

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Available abstract

In this work the Markov operators are studied on the space on 2 ×2 matrices which porder. In this case the general form of the Markov’s operators is found. Sufficient conditions for an operator in this spaces to be Markov’s given. The regularity, accuracy and periodicity of the Markov’s operator is investigated.

Key concepts: Markov chain, Mathematics, Operator (biology), Markov process, Hermitian matrix, Markov kernel, Matrix (chemical analysis), Pure mathematics

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