Stochastic systems with cross-correlated Gaussian white noises

This paper theoretically investigates three stochastic systems with cross-correlation Gaussian white noises. Both steady state properties of the stochastic nonlinear systems and the nonequflibrium transitions induced by the cross- correlated noises are studied. The stationary solutions of the Fokker...

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Published in:Chinese physics B 2010-11, Vol.19 (11), p.510-515
Main Author: 王成玉 高云 宋玉敏 周鹏 杨海
Format: Article
Language:English
Subjects:
k方程
交叉关联噪声
交叉相关性
稳态解
转换特性
随机系统
随机非线性系统
高斯白噪声
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cited_by cdi_FETCH-LOGICAL-c362t-2232ef1411ccf78424cade3fcbabf363d8699e9039e875732e58a9c6ed1aa2663
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description This paper theoretically investigates three stochastic systems with cross-correlation Gaussian white noises. Both steady state properties of the stochastic nonlinear systems and the nonequflibrium transitions induced by the cross- correlated noises are studied. The stationary solutions of the Fokker-Planck equation for three specific examples are analysed. It is shown explicitly that the cross-correlation of white noises can induce nonequilibrium transitions.
doi_str_mv 10.1088/1674-1056/19/11/116401
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source Institute of Physics
subjects k方程
交叉关联噪声
交叉相关性
稳态解
转换特性
随机系统
随机非线性系统
高斯白噪声
title Stochastic systems with cross-correlated Gaussian white noises
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