考博考生生准备要参加博士研究生考试时，必须要先确定准备攻读博士的相关专业，然后选择该专业有招生需求的学校，接下来应该联系博士生导师，只有当博士生导师同意考生报考，考博生才可以报考。所以提前了解博士生导师的学术文章及联系方式很重要，新东方在线特整理了各招收博士院校博导的简介及联系方式供考博生参考。
教授 - 任艳霞
基本信息
姓名任艳霞
职称教授
所在部门概率论教研室
职务教师
研究方向概率位势理论 测度值马氏过程 分支粒子系统
个人主页http://www.math.pku.edu.cn/teachers/renyx/index.htm
办公室1381E
电话56663
电子邮件yxren at math dot pku dot edu dot cn
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教学活动
时间课程名称课程面向
2004-2005学年上学期随机过程选讲 I研究生
2003-2004学年下学期毕业论文本科生
2003-2004学年上学期高等概率论研究生
2002-2003学年下学期概率统计本科生(经济学院)
2001-2002学年下学期毕业论文本科生
2001-2002学年上学期应用随机过程本科生
2000-2001学年下学期随机过程研究生
2000-2001学年上学期概率统计讲义本科生(城环系)
2000-2001学年上学期应用随机过程本科生
主要论著
著作名称下载链接
Absolute Continuities of Exit Measures for Superdiffusions, Science in China (Series A), 43(5),
Absolutely continuous states of exit measures for super Brownian motions with branching restricted to a hyperplane, Science in China (Series A) 41(6),
Boundary Singularity Problem of Some Nonlinear Elliptic Equations， Statistics & Probability Letters 51(2),
Construction of Super-Brownian Motions, Stochastic Analysis and Applications 19(1),
Generalized first boundary value problem for Schrodinger Equation, Proc. Amer. Math. , 115(4),
On properties of a supercritical superdiffusion and solutions of its corresponding differential equation, Chinese Science Bulletin 43(11),
On States of Total Weighted Occupation Times for Superdiffusions， Acta Mathematica Sinica (New series) 18(1), 2002
Regular solutions for Schrodinger equation on unbounded domains, Acta Mathematica Scientia 18(4),
Some Problems on superdiffusions and one class of nonlinear differential equations, Science in China (Series A) 42(4),
Super-Brownian motion and one class of nonlinear differential equations on unbounded domains, Acta Mathematica Sinica (New series) 41(Supplement),
Finite time extinction of super-Brownian motion with deterministic catalyst, 数学年刊 23(A)(4), 200220039374620.78196350.ps
The structure of nonlinear elliptic equations on unbounded domains in dimensions 1 and 2- A probabilistic approach, Computer and Mathematics with Applications 45, 200320039380408.91863650.ps
Support properties of super-Brownian motions with spatially dependent branching rate20039380704.54249210.ps
科研项目
起止时间项目名称资助来源
2001-2005教育部优秀博士论文专项基金
2001-2003超过程的性质及其与非线性微分方程的联系国家自然科研基金青年项目
所获奖励
获奖时间所获奖励
2000.7全国优秀博士论文