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Reversible algorithm of simulating multivariate densities with multi-hump 被引量:1

Reversible algorithm of simulating multivariate densities with multi-hump
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摘要 To simulate a multivariate density with multi_hump, Markov chainMonte Carlo method encounters the obstacle of escaping from one hump to another, since it usually takes extraordinately long time and then becomes practically impossible to perform. To overcome these difficulties, a reversible scheme to generate a Markov chain, in terms of which the simulated density may be successful in rather general cases of practically avoiding being trapped in local humps, was suggested. To simulate a multivariate density with multi-hump, Markov chain Monte Carlo method encounters the obstacle of escaping from one hump to another, since it usually takes extraordinately long time and then becomes practically impossible to perform. To overcome these difficulties, a reversible scheme to generate a Markov chain, in terms of which the simulated density may be successful in rather general cases of practically avoiding being trapped in local humps, was suggested.
出处 《Science China Mathematics》 SCIE 2001年第3期357-364,共8页 中国科学:数学(英文版)
关键词 Markov chain Monte Carlo simulation Gibbs sampler multi-hump reversible Markov chain Markov 链蒙特卡罗;模拟;吉布斯刺绣花样;多驼峰;可逆 Markov 链;
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