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个人简介

胡鹏,男,湖北黄梅人,1984年11月,理学博士,现任中国地质大学(武汉)数学与物理学院副教授,硕士生导师,美国数学学会数学评论(Math Review)评论员。爱好打篮球,喜欢挑战!! 教育经历 2007年9月-2012年6月,华中科技大学,数学与统计学院,概率论与数理统计,博士,获“华中科技大学优秀毕业研究生”称号 2003年9月-2007年6月,华中科技大学,数学与统计学院,统计学专业,本科,获“华中科技大学优秀毕业生”称号; 工作经历 2015年1月-至今,中国地质大学(武汉),副教授; 2013年1月-2014年12月,中国地质大学(武汉),讲师; 2012年7月-2012年12月,中国地质大学(武汉),助教; 科研成果 科研课题 [1]国家自然科学基金青年基金项目“几类随机微分方程数值方法的稳定性分析”(主持,11401545,2015-2017) [2]国家自然科学基金项目天元基金项目“延迟动力系统的延迟依赖散逸性”(主持,11326240,2013-2014) [3]桥梁无损检测与工程计算四川省高校重点实验室项目“多维随机微分方程数值算法研究”(主持,2014QZJ04,2015-2016) [4]校级中央高校基本科研业务费专项资金摇篮计划“随机微分方程数值算法研究”(主持,CUGL160411,2016-2018) [5]校级中央高校基本科研业务费专项资金新青年启动基金项目“随机微分方程数值解法及其稳定性研究”(主持,CUG120828,2013-2014) [6]国家自然科学基金面上项目“几类初值问题数值方法的长时间性态”(参加,序2,11371157,2014-2017) [7]国家自然科学基金面上项目“库岸堆积层滑坡入水过程的能量耗散机理与转化规律研究”(参加,序4,41572289,2016-2019) [8]国家自然科学基金面上项目“几类带非局部特征刚性问题的高效数值算法及其理论分析”(参加,序2,11771163,2018-2021) 出版专著 肖海军,胡鹏,数据挖掘算法与R语言实现,电子工业出版社,2018. 所获奖励 2017年,荣获中国地质大学(武汉)第九届青年教师讲课比赛一等奖; 指导学生建模获奖: 2014年,指导学生常依,解朝家,卢彬鹏,获得全国大学生数学建模竞赛本科组国家二等奖; 2015年,指导学生王努,冯吉,马雅娴,获得全国大学生数学建模竞赛本科组湖北省一等奖; 2017年,指导学生张莉,刘子寒,关俊威,获得全国大学生数学建模竞赛本科组湖北省一等奖; 2018年,指导学生 YunfangNiu, Baoyu Li和Langyue He,获美国大学生数学建模比赛Meritorious Winner; 2018年,指导学生Yashang Feng, Weifan Lu 和Jinhan Guo, 获美国大学生数学建模比赛Meritorious Winner; 2018年,指导学生 Zihan Liu, Li Zhang和Junwei Guan,获美国大学生数学建模比赛Honorable Winner; 2019年,指导学生李智,虞星辰,董正,获得全国大学生数学建模竞赛本科组国家一等奖; 授课情况 本科课程:高等数学,线性代数,概率论与数理统计,偏微分方程数值解法 研究生课程:数值分析,现代数值分析,数理统计,矩阵分析 指导研究生:何鼎(2018),郑剑伟(2019),罗雪珺(2019)

研究领域

常微分方程数值解法(Ordinary differential equations) 泛函微分方程数值解法(Functional differential equations) 随机微分方程数值解法(Stochastic differential equations)

近期论文

查看导师新发文章 (温馨提示:请注意重名现象,建议点开原文通过作者单位确认)

[22] Peng Hu, Chengming Huang, Delay dependent asymptotic mean square stability analysis of the stochastic exponential Euler method, Journal of Computational and Applied Mathematics, accepted, 2020. [21] Hanbing Liu; Peng Hu, Boundary sampled-data feedback stabilization forpara-bolic equations, Systems & Control Letters,136 (2020), 104618. [20] Peng Hu, Haijun Xiao, Delay dependent dissipativity for a class of nonlinear neutraldelay differential equations, Applied Mathematics Letters, 85 (2018), 41-47. [19] Peng Hu, Chengming Huang, Delay dependent stability of stochastic split-step $\theta$ methodsfor stochastic delay differential equations, Applied Mathematics and Computation,339(2018), 663-674. [18] Huabin Chen, Peng Shi, Cheng-Chew Lim, Peng Hu, Exponential Stability for NeutralStochastic Markov Systems With Time-Varying Delay and Its Applications, IEEETransactions on Cybernetics, 46 (2016), 1350-1362. [17]Hanbing Liu; Peng Hu; Ionut Munteanu, Boundary feedback stabilization of Fisher’sequation, Systems & Control Letters, 97 (2016), 55-60. [16] Rui Qi, Peng Hu and Yujie Zhang, Dissipativity of extended Pouzet-Runge-Kutta methods for neutral delay integro-differential equations, INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, 2014, 91, 2060-2071. (通讯作者) [15] Peng Hu and Chengming Huang, The Stochastic Θ-Method for Nonlinear Stochastic Volterra Integro-Differential Equations, ABSTRACT AND APPLIED ANALYSIS, 2014, 2014. [14] Huabin Chen, Peng Hu, Jinjing Wang, Delay-dependent exponential stability for neutralstochastic system with multiple time-varying delays, IET Control Theory and Applications,8 (2014), 2092-2101. [13] Hu Peng, Qi Rui, Huang Chengming, Delay-dependent dissipativity of nonlinear delay differential equations, Applied Mathematics Letters, 26 (2013), 924-928 [12] Huabin Chen, Peng Hu, Further results on delay-dependent exponential stability foruncertain stochastic neural networks with mixed delays and Markovian jump parameters,NEURAL COMPUTING & APPLICATIONS, 22 (2013), 221-233. [11]Huabin Chen, Peng Hu, New result on exponential stability for singular systems withtwo interval time-varying delays, IET Control Theory and Applications, 7 (2013), 1941-1949. [10] Huabin Chen, Peng Hu, STABILITY ANALYSIS FOR NEUTRALSTOCHAS-TIC SYSTEMSWITH MIXED DELAYS, Kybernetika, 49 (2013), 780-791. [9] Huabin Chen, Chuanxi Zhu, Peng Hu, Yong Zhang, Delayed-state-feedback exponentialstabilization for uncertain Markovian jump systems with mode-dependent time-varyingstate delays, Nonlinear Dynamics, 70 (2012), 893-906. [8] Xuejing Meng, Maosheng Tian, Peng Hu, and Shigeng Hu, Exponential Stability ofStochastic Neural Networks with Mixed Time-delays, ISNN (1) 2011: 194-202. [7] Peng Hu *, Chengming Huang, Analytical and numerical stability of nonlinear neutral delay integro-differential equations, Journal of the Franklin Institute, 348, 1082–1100, 2011 [6] Peng Hu *, Chengming Huang, Stability of stochastic θ-methods for stochastic delay integro-differential equations, International Journal of Computer Mathematics, Vol. 88, No. 7, 1417–1429, 2011 [5] Shulin Wu, Peng Hu , and C. Huang , Two-step relaxation Newton algorithm for solving nonlinear algebraic equations, Journal of applied mathematics & computing 33.1-2(2010):459-470. [4] Huabin Chen, Yong Zhang, Peng Hu, Novel delay-dependent robust stability criteria forneutral stochastic delayed neural networks, Neurocomputing, 73 (2010), 2554-2561. [3] Peng Hu, Chengming Huang, Stability of Euler-Maruyama Method for linear StochasticDelay Integro-Differential equations, Mathematica Numerical Sinica (in Chinese),32(2010), 105-112. [2] Peng Hu, Chengming Huang, Asymptotic stability of linear multistep methods for delayintegro-differential equations, Journal on Numerical Methods and Computer Applications(in Chinese), 31 (2010), 116-122. [1] Peng Hu *, Chengming Huang, Shulin Wu, Asymptotic stability of linear multistep methods for nonlinear neutral delay differential equations, Applied Mathematics and Computation, 211, 95–101, 2009

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