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Cycle symmetry and circulation fluctuations for diffusion processes on the circle; Cycle symmetry and circulation fluctuations for diffusion processes on the circle
Hao Ge ; Chen Jia ; Da-Quan Jiang
2016
关键词excursion theory path decomposition Haldane equality large deviations fluctuation theorems non-equilibrium excursion theory path decomposition Haldane equality large deviations fluctuation theorems non-equilibrium
英文摘要Cyclic structure and dynamics are of great interest in both the fields of stochastic process and non-equilibrium statistical physics. In this paper, we find a new symmetry of the linear Brownian motion named as the quasi-time-reversal invariance. It turns out that such an invariance of the Brownian ...; Cyclic structure and dynamics are of great interest in both the fields of stochastic process and non-equilibrium statistical physics. In this paper, we find a new symmetry of the linear Brownian motion named as the quasi-time-reversal invariance. It turns out that such an invariance of the Brownian ...; 中国统计学会、中国概率统计学会、中国现场统计研究会、中国统计教育学会、中华机率统计学会; 1
语种英语
出处知网
出版者第十届海峡两岸统计与概率研讨会
内容类型其他
源URL[http://hdl.handle.net/20.500.11897/451275]  
专题数学科学学院
推荐引用方式
GB/T 7714
Hao Ge,Chen Jia,Da-Quan Jiang. Cycle symmetry and circulation fluctuations for diffusion processes on the circle, Cycle symmetry and circulation fluctuations for diffusion processes on the circle. 2016-01-01.
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