吴付科
教授
所属大学: 华中科技大学
所属学院: 数学与统计学院
个人简介
教育经历 1994.9 - 1998.7:河南师范大学,本科毕业,获学士学位。 1998.9 - 2003.6:华中科技大学,概率论与数理统计专业,研究生毕业,获博士学位。 2000.9 - 2003.7:华中科技大学,概率论与数理统计专业,研究生毕业,获博士学位。 工作经历 2006.10 - 2007.9:英国 Strathclyde 大学数学与统计系,担任博士后,从事随机微分方程及其应用和随机数值方法研究。合作教授:Prof. Xuerong Mao (毛学荣教授)。 2010.11 - 2011.4:美国 Wayne 州立大学数学系,担任访问学者,从事 Markov 切换稳定化的研究。合作教授:Prof. George Yin (殷刚教授)。 2011.5 - 2011.7:德国 Frankfurt 大学(Johann Wolfgang Goethe-Universität)数学研究所(Institut Fur Mathematik),担任访问学者,由德意志对外交流文化中心 (DAAD) 资助,从事随机近似和随机动力系统的研究。合作教授:Prof. Peter E. Kloeden。 2018.5 - 2018.6:美国 Institute for Mathematics and Its Applications in University of Minnesota,作为长期访问者。
研究领域
随机微分方程及其相关领域 随机多尺度问题 随机生物化学反应建模
主要从事随机微分方程以及相关领域的研究
学术兼职
[1] 2017.11~至今 SCI期刊《IET Control Theory & Applications》编委
近期论文
[1][1] Huagui Liu, Banban Shi, Fuke Wu, Tamed Euler–Maruyama approximation of McKean–Vlasov stochastic differential equations with super-linear drift and Hölder diffusion coefficients, Applied Numerical Mathematics, 183 (2023), 56-85.. [2][2] Li, Yun; Wu, Fuke; Zhang, Ji-feng; Near Optimality of Stochastic Control for Singularly Perturbed McKean–Vlasov Systems, SIAM Journal on Control and Optimization, 60(5) (2022), 2859–2883. [3][3] Banban Shi, Ya Wang, Fuke Wu, Ergodicity of regime-switching functional diffusions with infinite delay and application to a numerical algorithm for stochastic optimization, SIAM Journal on Control and Optimization, 60 (5) (2022), 2658-2683.. [4][4] Hao Yang, Fuke Wu, Peter E. Kloeden, Stationary distribution of stochastic population dynamics with infinite delay, Journal of differential equations, 340 (2022), 205-226. [5][5] Banban Shi, Xuerong Mao, Fuke Wu, Stabilisation of hybrid system with different structures by feedback control based on discrete-time state observations, Nonlinear Analysis: Hybrid Systems 45 (2022) 101198. [6][6] Fuke Wu, George Yin, Fast-slow-coupled stochastic functional differential, Journal of Differential Equations, 323 (2022), 1-37. [7][7] Ya Wang, Fuke Wu, George Yin, Chao Zhu, Stochastic functional differential equations with infinite delay under non-Lipschitz coefficients: Existence and uniqueness, Markov property, ergodicity, and asymptotic log-Harnack inequality, Stochastic Processes and their Applications 149 (2022, 1-38, https://doi.org/10.1016/j.spa.2022.03.008..