北京师范大学文理学院
EN

数学系

张梅

个人信息简介

姓名:张梅 学历:教授 职称:博士

科研项目

国家自然科学基金创新群体“马氏过程与谱理论”成员(10721091), 2004.7-2010.12。

北京师范大学“985工程”高层次人才项目"国家创新团队成员。

主持国家自然科学基金面上项目: 随机环境下的分支过程(11071021),2011.1-2013.12。

主持国家自然科学基金面上项目: 广义分枝过程和粒子系统(11371061);,2014.1-2017.12。

著作论文

1.H. Chen and 张梅, Approximation for counts of 2-runs in a two state Markov chain. Acta Mathematica Sinica, Vol. 29 (10): 1907-1916,2013.

2.Xu Yang and 张梅, Moderate deviation for the Single Point Catalytic Super-Brownian Motion with Immigration, Acta Mathematica Sinica, Vol. 28 (9): 1799-1808, 2012.

3.张梅, Approximation for counts of headruns, Science China, series A, 54(2), 311-324., 2011.

4.张梅, Central limit theorems for a super-diffusion over a stochastic flow, Journal of Theore. Probab., 24 (1), 294-306, 2011.

5.Li, Z. H. Xiong, J. and 张梅, Ergodic theory for a superprocess over a stochastic flow,Stoch. Proc. Appl, 120 (8), 1563-1588, 2010.

6.Xia A, 张梅(通讯作者),On approximation of Markov binomial distributions, Bernoulli, 15(4), 1335-1350, 2009.

7.张梅, On the weak convergence of super-Brownian motion with immigration, Science China, 52(9), 1875-1886, 2009.

8.张梅, Some scaled limit theorems for an immigration super-Brownian motion, Science China, series A,51(2), 203-214, 2008.

9.Li Zenghu, 张梅, Fluctuation Limit Theorems of Immigration Superprocesses with Small Branching. Statist. Probab. Lett. 76 (4), 401—411, 2006.

10.张梅, A Large Deviation Principle for A Brownian Immigration Particle System, Journal of Applied Probability, 42 (4), 1120-1133, 2005.

11.张梅, A Large Deviation Principle for Brownian Immigration Particle System, Front. Math. China 1 (1), 101-104, 2006.

12.张梅, Functional Central Limit Theorems for Super Brownian Motion with Super Brownian Immigration, Journal of Theoretical Probability, 18(3), 665-685, 2005.

13.张梅, Large Deviations for Super-Brownian Motion with Immigration, Journal of Applied Probability, Vol. 41(1), 187-201, 2004.

14.张梅, Moderate Deviations for Super-Brownian Motion with Immigration, Science China, series A, 47(3), 440-452, 2004.