经济系

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杨雪雁

时间:2020-10-05

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杨雪雁,女,山东德州人,理学博士,讲师

学习工作经历

2019.9-2023.6 免费高清无砖码区直接观看博士,获理学博士学位

2022.3-2023.3 加拿大约克大学联合培养

2023.8至今免费高清无砖码区直接观看教师

教学科研工作

主讲课程:数学分析

研究方向:不连续控制系统理论;人工神经网络动力学;延迟系统控制

科研成果:

[1] Yang Xueyan, Li Xiaodi, Finite-time stability of nonlinear impulsive systems with applications to neural networks, IEEE Transactions on Neural Networks and Learning Systems, 34:243-251, 2023. (中科院分区:一区TOPIF=14.255)

[2] Yang Xueyan, Li Xiaodi, Duan Peiyong, Finite-time lag synchronization for uncertain complex networks involving impulsive disturbances, Neural Computing & Applications, 34: 5097–5106, 2022. (中科院分区:二区,IF=5.102)

[3] Li Xiaodi, Yang Xueyan, Cao Jinde, Event-triggered impulsive control for nonlinear delay systems, Automatica, 117: 108981, 2020. (中科院分区:二区TOPIF=6.15)

[4] Li Xiaodi, Yang Xueyan, Lyapunov stability analysis for nonlinear systems with statedependent state delay, Automatica, 112: 108674, 2020. (中科院分区:二区TOPIF=6.15)

[5] Li Xiaodi, Yang Xueyan, Song Shiji, Lyapunov conditions for finite-time stability of timevarying time-delay systems, Automatica, 103: 135-140, 2019. (中科院分区:二区TOP IF=6.15)

[6] Yang Xueyan, Tian Yujuan, Li Xiaodi, Finite-time boundedness and stabilization of uncertain switched delayed neural networks of neutral type, Neurocomputing, 314: 468- 478, 2018. (中科院分区:二区,IF=5.779)

[7] Yang Xueyan, Li Xiaodi, Cao Jinde, Robust finite-time stability of singular nonlinear systems with interval time-varying delay, Journal of the Franklin Institute, 355: 1241- 1258, 2018. (中科院分区:二区,IF=4.246)

[8] Li Xiaodi, Yang Xueyan, Tingwen Huang, Persistence of delayed cooperative models: Impulsive control method, Applied Mathematics and Computation, 342:130-146, 2019. (中科院分区:一区TOPIF=4.397)

[9] Yang Xueyan, Peng Dongxue, Lv Xiaoxiao, Li Xiaodi, Recent progress in impulsive control systems, Mathematics and Computers in Simulation, 155: 244-268, 2019. (中科院分区:二区,IF=3.601)

[10] Yang Xueyan, Li Xiaodi, Finite-time stability of linear non-autonomous systems with time-varying delays, Advances in Difference Equations, 2018: 1-10, 2018. (中科院分区: 二区TOPIF=2.775)

科题

1. 参与国家自然科学基金面上项目:脉冲系统的有限时间控制及应用

2. 参与山东省自然科学基金重点项目:有限时间框架下脉冲系统的稳定性分析与应用