Ӧ�ø���ͳ�� 2009, 25(4) 389-397 DOI:      ISSN: 1001-4268 CN: 31-1256

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ժҪ�� �о���ͬ�����ϰ�Ⱥ����С����֮�����ʽ�����Ĺ�ϵ,
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Comparison Theorem for Algebraic Convergence\\of Diffusion Processes
Wang Yingzhe
School of Mathematical Sciences, Beijing Normal University Laboratory of Mathematics and Complex Systems, Ministry of Education
Abstract: The relations of different operators for
reversible Markov processes are studied. And some comparison
theorems for the algebraic $L^2$ convergence are obtained. Some
operator can be compared with a special and simple case so that the
algebraic convergence can be got.
Keywords: Diffusion process   algebraic convergence.  
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