姓名：杨晓晨
职称：讲师
学历：博士研究生
毕业院校：哈尔滨工业大学
研究领域方向与兴趣：随机微分方程的数值分析
一、发表的科研论文，
[1] Xiaochen, Yang*; Yaozhong, Hu; Long time stability and numerical stability of implicit schemes for stochastic heat equations, SIAM Journal on Numerical Analysis, 2025, 63(1): 396-421.
[2] Xiaochen, Yang; Mengna, Li; Zhanwen, Yang; Chiping, Zhang; Numerical analysis of a linearly backward Euler method with truncated Wiener process for a stochastic SIS model, Numerical Algorithms, 2023, 93(2): 563-579.
[3] Xiaochen, Yang; Zhanwen, Yang; Chiping, Zhang; Numerical analysis of the linearly implicit Euler method with truncated Wiener process for the stochastic SIR model, Mathematics and Computers in Simulation, 2023, 208: 1-14.
[4] Xiaochen, Yang; Zhanwen, Yang; Chiping, Zhang; Numerical analysis of split-step backward Euler method with truncated Wiener process for a stochastic susceptible-infected-susceptible model, Journal of Computational Biology, 2023, 30(10): 1098-1111.
[5] Xiaochen, Yang; Zhanwen, Yang; Chiping, Zhang; Stochastic heat equation: numerical positivity and almost surely exponential stability, Computers & Mathematics with Applications, 2022, 119: 312-318.
[6] Xiaochen Yang; Zhanwen Yang; Yu Xiao. Asymptotical mean-square stability of linear theta-methods for stochastic pantograph differential equations: variable stepsize and transformation approach, International Journal of Computer Mathematics, 2022, 99(4): 759-770.
[7] Xiaochen Yang; Yu Xiao; Zhanwen Yang; Chiping Zhang. Asymptotical mean-square stability of split-step theta methods for stochastic pantograph differential equations under fully-geometric mesh, Filomat, 2021, 35(15): 5303-5316,.
二、主持或参加的科学研究项目，
无
三、获得的荣誉称号情况
四、无