张静 - 华东师范大学 - 数学科学学院

个人简介

EDUCATION Peking University, PhD in Mathematics, 2009 Dissertation Title: Existence of lower dimensional invariant tori of reversible systems; Advisor: Bin Liu. Inner Mongolia University, B.S. in Mathematics, 2003 EMLOYMENT Associate professor, Department of mathematics, East China Normal University, Aug. 2013-Now. Lecturer, Department of mathematics, East China Normal University, Aug.2011-2013. Post-doctor, Department of mathematics, Fudan University, Aug. 2009-July. 2011. Supervisor: Xiaoping Yuan.

研究领域

无穷维KAM理论, 无界反转（时逆）偏微分方程, 无界哈密顿偏微分方程, 无穷维系统的Birkhoff正规型，非线性带导数的哈密顿偏微分方程的长时间稳定（如：扰动的KdV方程等）

近期论文

查看导师最新文章（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）

Averaging principle for the KdV equation with a small initial value, (with Yuan Xiaoping), Nonlinearity 2016. Long time stability of Hamiltonian partial differential equations, (与Yuan xiaoping合作), SIAM J. Math. Anal., 2014, Vol. 46, No. 5, 3176—3222. KAM tori for reversible partial differential equations,(与高美娜和袁小平合作) Nonlinearity, 2011 (4): 723-764. Small-divisor equation of higher order with large variable coefficient and application to the coupled KdV equation, Acta Mathematica Sinica , 2011. On lower dimensional invariant tori in C^d reversible system, Chinese Annals of Mathematic Series B, Volume 29, Number 5, 459-486, 2008