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Diffusion approximation for slow-fast SDEs with state-dependent switching
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DOI：10.1007/s00028-026-01207-9.png)
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摘要
En 中文
本文研究了具有状态依赖切换的慢快随机微分方程的扩散近似，其中慢速分量X-epsilon是带有附加均质化项的随机微分方程的解，而快速分量alpha(epsilon)是一个切换过程。首先，我们证明了{X-epsilon}(0
Keyword:
Diffusion approximation
Poisson equation
Stochastic differential equations with state-dependent switching
Weak convergence
期刊
J
IF:
1.2
论文数:
85
被引数:
0
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引用论文
On strong Feller property, exponential ergodicity and large deviations principle for stochastic damping Hamiltonian systems with state-dependent switching强Feller性质、指数 ergodicity 和大偏差原理在具有状态依赖切换的随机阻尼哈密顿系统中的应用
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