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曹永罗
2023-05-10 19:03
  • 曹永罗
  • 曹永罗 - 教授 博导-华东师范大学-数学科学学院-个人资料

近期热点

资料介绍

个人简历


教育简历:
1984.9-1988.7, 苏州大学数学系本科,
1988.9-1991.7, 苏州大学数学系硕士研究生,
1991.9-1994.7, 北京大学数学系博士研究生。
工作简历:
1994.8-1996.5, 苏州大学讲师,
1996.6-2001.5, 苏州大学副教授,
2001.6-至今, 苏州大学教授,
2002.12-至今, 苏州大学博士生导师,
2017.7起, 华东师范大学教授。
获奖:
2008年获江苏省数学奖杰出成就奖,
2008年获江苏省优秀科技工作者,
2013年获江苏省教学成果奖一等奖,
2014年获江苏省优秀教育工作者。

研究领域


动力系统与遍历理论""

近期论文


[1] SRB measures for diffeomorphisms with continuous invariant splittings, Math. Z. (2017), doi.org/10.1007/s00209-017-1883-2
[2] On Pesin's entropy formula for dominated splittings without mixed behavior, J. Differential Equations 261 (2016), no. 7, 3964-3986.
[3] Multifractal analysis of asymptotic additive sequences, Journal of Statistical Physics, 153(2013), Issue 5, 888-910.
[4] Nonadditive measure theoretic pressure and applications to dimensions of an ergodic measure, Ergodic Theory and Dynamical Systems, 33 (2013), 831-850.
[5] The Hausdorff dimension of nonconformal and average conformal repeller, Trans. Amer. Math. Soc. 362 (2010), 727-751.
[6] The thermodynamic formalism for subadditive potentials, Discrete and Continuous Dynamical Systems. 2008,V20 N3, 639-657.
[7] The boundary of hyperbolicity of Henon-like families, Ergodic theory and Dynamical Systems. 2008, v28,n4, 1049-1080.
[8] On growth rates of sub-additive functions for semiflows: determined and random cases, Journal of Differential Equation, V231(2006)(p1-17).
[9] A note about exponential attracting invariant manifold of ODE, Nonlinearity, 2005 no. 6, 2727--2736.
[10] Nonzero Lyapunove exponents and uniformly hyperbolicity. Nonlinearity (2003) 1473-1479.

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