李冰 女 博士 副教授

受教育经历

• 2013.09-2016.07  云南大学     数学与统计学院   理学博士

• 2004.09-2007.07  云南大学     数学与统计学院   理学硕士

• 2000.09-2004.07  临沂大学     数学系           理学学士

教学工作

承担本科生《实变函数》、《泛函分析》、《数理统计》、《解析几何》等课程的教学。

主要研究方向

• 非线性微分方程理论及应用

承担科研项目

• 主持云南省应用基础研究计划基金，面上项目，2019FB003，时标上的动力方程概周期解及相关问题研究，2019-07至2022-06，10万元。

• 主持云南省教育厅科学研究基金，教师类项目，2018JS307，局部概周期时标上的动力方程概周期解的研究，2018-05至2020-05，4万元。

代表性论著

• [1] Bing Li, Y. Cao, Y. Li, Almost periodic oscillation in distribution for octonion-valued

neutral-type stochastic recurrent neural networks with D operator，Nonlinear Dyn. 111 (2023)

11371–11388.(SCI收录)

• [2] Bing Li, Y. Cao, Y. Li, Almost automorphic solutions in distribution for octonion-valued stochastic recurrent neural networks with time-varying delays, Int. J. Syst. Sci. 55(1) (2024) 102-118. (SCI收录)

• [3] Bing Li, Y. Cao, Y. Li, The dynamics of octonion-valued neutral type high-order Hopfield

neural networks with D operator, J. Intell. Fuzzy Syst. 44(6) (2023) 9599-9613. (SCI收录)

• [4] H. Xu, Bing Li(通讯作者), Pseudo almost periodic solutions for Clifford-valued neutral-type fuzzy neural networks with multi-proportional delay and D operator, J. Intell. Fuzzy Syst.

44(2) (2023) 2909-2925. (SCI收录)

• [5] Y. Cao, Bing Li (通讯作者), Existence and global exponential stability of compact almost

automorphic solutions forClifford-valued high-order Hopfield neutral neural networks with

D operator, AIMS Math. 7(4) (2022) 6182–6203. (SCI收录)

• [6] W. Lv，Bing Li (通讯作者), Existence and global attractivity of pseudo almost periodic

solutions for Clifford-valued fuzzy neural networks with proportional delays, Math. 9 (2021)

1. 3306. (SCI收录)

2. l  [7] Bing Li, Y. Zhang, Y. Li, Besicovitch-like almost periodic solutions of Clifford-valued fuzzy cellular neural networks with time-varying delays, Franklin Open 2 (2023) 100011.

3. l  [8] Bing Li, Y. Li, Existence and global exponential stability of almost automorphic solution

For Clifford-valued high-order Hopfield neural networks with leakage delays, Complexity

2019 (2019), Article ID: 6751806. (SCI收录)

• [9] Bing Li, Y. Li, Existence and global exponential stability of pseudo almost periodic solution for Clifford-valued neutral high-order Hopfield neural networks with leakage delays, IEEE ACCESS 7（2019）150213-150225. (SCI收录)

• [10] Y. Li, J. Qin, Bing Li (通讯作者), Anti-periodic solutions for quaternion-valued high-order Hopfield neural networks with time-varying delays, Neural Process. Lett. 49(3) (2019)

1217-1237. (SCI收录)

• [11] Y. Li, Bing Li (通讯作者), S. Yao, L. Xiong, The global exponential pseudo almost periodic synchronization of quaternion-valued cellular neural networks with time-varying delays, Neurocomputing 303 (2018) 75-87. (SCI收录)

• [12] Y. Li, Y. Wang, Bing Li (通讯作者), Existence and finite-time stability of a unique almost

periodic positive solution for fractional-order Lasota-Wazewska red blood cell models, Int. J.

Biomath. 13(2) (2020) 2050013. (SCI收录)

• [13] Bing Li, Y. Li, X. Meng, The existence and global exponential stability of almost periodic

solutions for neutral-type CNNs on time scales, Math. 7(4) (2019) 321. (SCI收录)

• [14] Bing Li, Y. Li, Almost automorphic solutions for neutral type CNNs with time-varying delays and D operator on time scales, Tbilisi Math. J. 12(2) (2019) 89-100. (SCI收录)

• [15] Bing Li, Y. Li, X. Zhang, Existence and global exponential stability of periodic solutions for n-dimensional neutral dynamic equations on time scales, Springerplus 5 (2016), Article

• number: 224. (SCI收录)

• [16] Bing Li, Y. Li, Anti-periodic solutions for neutral type FCNNs with time-varying delays and D operator on time scales, J. Nonlinear Sci. Appl. 10(11) (2017) 6119-6131. (SCI收录)

• [17] P. Wang, Bing Li (通讯作者), Y. Li, Square-mean almost periodic solutions for impulsive

stochastic shunting inhibitory cellular neural networks with delays, Neurocomputing 167(2015) 76-82. (SCI收录)

联系方式及学术介绍

• Email: bli123@126.com