常用链接
- [1][65] Feng Jiang, Yi Shen, Fuke Wu, A note on order of convergence of numerical method for neutral stochastic functional differential equations, Communications in Nonlinear Science and Numerical Simulation, 17 (2012), 1194—1200..
- [2][64] Fuke Wu, Shigeng Hu, The LaSalle-type theorem for neutral stochastic functional differential equations with infinite delay, Discrete and continuous dynamical systems , Series A, 32 (2012), 1065-1094.
- [3][63] Yangzi Hu, Fuke Wu, Chengming Huang, Stochastic stability of a class of unbounded delay neutral stochastic differential equations with general decay rate, International Journal of System Science, 43 (2012), 308--318.
- [4][62] Fuke Wu, Shigeng Hu, Razumikhin-type theorems on general decay stability and robustness for stochastic functional differential equations, International journal robust and nonlinear control. (22) 2012, 763–777.
- [5][61] Fuke Wu, Gang George Yin and Le Yi Wang, Stability of a Pure Random Delay System with Two-Time-Scale Markovian Switching, Journal of differential equations, 253 (2012), 878-905. .
- [6][25] Fuke Wu, George Yin, Hongwei Mei, Stochastic functional differential equations with infinite delay: Existence and uniqueness of solutions, solution maps, Markov properties, and ergodicity, Journal of Differential Equations, 262 (3) (2017), 1226-1252..
- [7][24] Xiaofeng Zong, Fuke Wu, Guiping Xu, Convergence and stability of two classes of theta-Milstein schemes for stochastic differential equations, Journal of Computational and Applied Mathematics, 336 (2018), 8 – 29..
- [8][23] Xiaofeng Zong, Dongxia Lei, Fuke Wu, Discrete Razumikhin-type stability theorems for stochastic discrete-time delay systems, Journal of the Franklin Institute, 355 (17) (2018), 8245-8265..
- [9][22] Hongyong Cui, Peter E. Kloeden, Fuke Wu, Pathwise upper semi-continuity of random pullback attractors along the time axis. Physica D: Nonlinear Phenomena, 374/375 (4) (2018), 21-34.
- [10][58] Rongcheng Yin, Fuke Wu, Yi Shen, The asymptotic properties of the suppressed system by Brownian noise, International Journal of Control, 85 (2012), 1112-1120. .