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On strong Feller property, exponential ergodicity and large deviations principle for stochastic damping Hamiltonian systems with state-dependent switching

机译：具有国家依赖性交换的随机阻尼汉密尔顿系统的强鼠财产，指数渊源和大偏差原理

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Fubao Xi; Chao Zhu; Fuke Wu;
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1. ON FELLER AND STRONG FELLER PROPERTIES AND EXPONENTIAL ERGODICITY OF REGIME-SWITCHING JUMP DIFFUSION PROCESSES WITH COUNTABLE REGIMES [J] . Xi Fubao, Zhu Chao SIAM Journal on Control and Optimization . 2017,第3期

机译：与可数制度的条例切换跳跃扩散流程的贝尔和强者特性和指数遍历性
2. Jump type stochastic differential equations with non-Lipschitz coefficients: Non-confluence, Feller and strong Feller properties, and exponential ergodicity [J] . Xi Fubao, Zhu Chao Journal of Differential Equations . 2019,第8期

机译：跳型随机微分方程，具有非嘴唇尖头系数：非汇合，倒立者和强者特性，指数渊源
3. Large and moderate deviations and exponential convergence for stochastic damping Hamiltonian systems [J] . Wu LM. Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2001,第2期

机译：随机阻尼哈密顿系统的大中度偏差和指数收敛
4. Strong large deviations for Rao test score and GLRT in exponential families [C] . Moulin Pierre, Johnstone Patrick R. IEEE International Symposium on Information Theory . 2015

机译：指数族的Rao测试得分和GLRT的较大偏差
5. Regime-Switching Jump Diffusion Processes with Countable Regimes: Feller, Strong Feller, Irreducibility and Exponential Ergodicity [D] . Kunwai, Khwanchai. 2021

机译：细节切换跳跃扩散过程，具有可数性制度：FELLER，强烈的击球手，不可可怕和指数渊源
6. Large deviation principle for the mean reflected stochastic differential equation with jumps [O] . Yumeng Li -1

机译：跳跃平均反射随机微分方程的大偏差原理
7. On Feller and Strong Feller Properties and Exponential Ergodicity of Regime-Switching Jump Diffusion Processes with Countable Regimes [O] . Xi, Fubao, Zhu, Chao 2017

机译：关于Feller的Feller和强Feller性质及指数遍历性具有可计数制度的制度转换跳跃扩散过程
8. Moderate Deviation Principles for Stochastic Differential Equations with Jumps. [R] . Budhiraja, A., Dupuis, P., Ganguly, A. 2014

机译：具有跳跃的随机微分方程的中偏差原理。

On strong Feller property, exponential ergodicity and large deviations principle for stochastic damping Hamiltonian systems with state-dependent switching

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