中国科学技术大学2018年博士生导师简介:王毅

2017-12-19 15:05:41来源:网络

  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。

  

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  王毅

  单位:数学科学学院

  地址:安徽合肥金寨路96号中国科学技术大学数学系

  邮编:230026

  电话:+86-551-3600209

  Email: wangyi@ustc.edu.cn

  个人主页: http://staff.ustc.edu.cn/~wangyi

  实验室介绍:

  个人简历

  Personal resume

  感兴趣领域:

  非线性微分方程与无限维动力系统;

  非自治及随机动力系统;

  生物数学。

  主要工作:

  1.(with F.Cao and M. Gyllenberg), Asymptotic Behavior of Comparable Skew-Product Semiflows with Applications, To appear in Proceedings of the London Math. Soc.

  2.(with J. Jiang and J. Mierczynski), Smoothness of the Carrying Simplex for Discrete-time Competitive Dynamical Systems: A Characterization of Neat Embedding, J. Differential Equations 246(2009), 1623-1672.

  3. Asymptotic symmetry in strongly monotone skew-product semiflows with applications, Nonlinearity 22(2009), 765-782.

  4.((with W. Shen) Carrying Simplices in Nonautonomous and Random Competitive Kolmogorov Systems, J. Differential Equations 245(2008), 1-29.

  5. with O. Diekmann and P. Yan) Carrying Simplices in discrete competitive systems and age-structured semelparous populations, Discrete Contin. Dyn. Syst. A 20(2008), 37-52.

  6. Dynamics of nonautonomous tridiagonal competitive-cooperative systems of differential equations, Nonlinearity 20(2007), 831-843.

  7. (with M. Gyllenberg), Dynamics of the periodic type-K competitive Kolmogorov systems, J. Differential Equations 205(2004), 50-76.

  8. (with J. Jiang), Uniqueness and attractivity of the carrying simplex for discrete-time competitive dynamical systems, J. Differential Equations 186(2002), 611--632.

  9. (with J. Jiang), The general properties of discrete-time competitive dynamical systems, J. Differential Equations 176(2001), 470--493.

  10. (with J. Jiang), The convergence of a class of quasimonotone reaction-diffusion systems, J. London Math. Soc. 64(2001), 395--408.

  研究方向

  Research direction

  1、非线性微分方程与无限维动力系统

  2、非自治及随机动力系统

  3、生物数学


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