论文部分内容阅读
An ergodic theorem in the random periodic regime on a Polish space is proved.
Ergodicity of Random Periodic Processes and Periodic Measures
【摘 要】
：
An ergodic theorem in the random periodic regime on a Polish space is proved.
【出 处】
：
2016年随机(偏)微分方程与随机动力系统研讨会
【发表日期】
：
2016年7期
其他文献
In this talk,we present some new results for the Wasserstein contractions of Markov dynamics with non-Markov random switching,where jump rates associated wi
会议
Let u(t,x)be the solution to a stochastic heat equation (δ)/(δ)tu=α(δ)2/(δ)x2u+(δ)2/(δ)t(δ)xX(t,x),t≥0,x∈R with initial condition u(0,x)≡0,where
会议
In this talk,we deals with the existence of traveling wave solutions for n-dimensional delayed reaction-diffusion systems.By using Schauders fixed point the
会议
We study the existence and stability of periodic solutions of a second order differential equation that models the planar oscillations of a satellite in an
会议
We establish the existence and uniqueness for one-dimensional stochastic differential equations driven by a Brownian motion and a pure jump Levy processes.
会议
In this paper we extend an inequality of Lenglart,Lepingle and Pratelli togeneral continuous adapted stochastic processes with values in topology spaces.
会议
Homoclinic bifurcation for a general state-dependent Kolmogorov type predator-prey model with harves
In this report,a general Kolmogorov type predator-prey model is considered.Together with a constant-yield predator harvesting,the state dependent feedback c
会议
In this talk,I will present recent progress on characterising the path-independence of the density of the Girsanov transformation for stochastic differentia
会议
平均方程是快慢随机偏微分方程在一定意义下的一个有效逼近，如何利用平均方程研究快慢随机偏微分方程是非常关键的。本报告中我们将首先简单回顾快慢随机偏微分方程的平均
会议
Lattice Approximations of Reflected Stochastic Partial Differential Equations Driven by Space-Time W
We introduce a discretization/approximation scheme for reflected stochastic partial differential equations driven by space-time white noise through systems
会议