个人简介
工作经历：
1. 2015-至今 东南大学数学系 副教授
2. 2010-2011 日本京都大学数学系 博士后
3. 2008-2009 法国巴黎十一大数学系 博士后
4. 2008-2015 东南大学数学系 讲师
教育经历：
1. 2003-2008 浙江大学数学系 博士研究生
2. 2006-2007 法国巴黎十一大数学系 联合培养研究生
3. 1999-2003 浙江大学数学系 本科
近期论文
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1. S. Zhong, The stochastic derivative nonlinear Schr \xf6 dinger equation. to apper in Differential integral equations
2. S. Zhong , Cauchy problem of Schr\xf6dinger-improved Boussinesq systems on the torus. J. Math. Anal. Appl., 415 (2014), no. 1, 217–239.
3. C. Li, S. Zhong, L. Wang, W. Su, C. Fang, Waiting time distribution of solar energetic particle events modeled with a non-stationary poisson process, Astrophysical Journal Letters , 792(2014), no. 2, Article Number: L26.
4. S. Zhong, The Cauchy problem of null form wave equation on with random initial data. Funkcial. Ekvac.,55(2012), no. 3, 367-403.
5. S. Zhong, Global existence of solutions to Schr\xf6dinger equations on compact Riemannian manifolds below H 1 , Bulletin de la SMF, 138 (2010), no. 4, 583-613.
6. D. Fang, H. Pecher, S. Zhong, Low regularity global well-posedness for the two-dimensional Zakharov system, ANALYSIS, 29(2009), 265-282.
7. S. Zhong, D. Fang, L 2 -concentration phenomenon for Zakharov system below energy norm II, Comm. On Pure and Appl. Anal., Vol. 8, No. 3(2009), 1117-1132.
8. D. Fang, S. Zhong, L 2 -concentration phenomenon for Zakharov system below energy norm, Commun. Contemp. Math., 11, no. 1(2009), 27-57.
9. S. Zhong, The growth in time of higher sobolev norms of solutions to Schr\xf6dinger equations on compact Riemannian manifolds, J. Differential equations, 245(2008), 359-376.
10. D. Fang, C. Tong, S. Zhong, Global existence for nonlinear Klein-Gordon equations in infinite homogeneous waveguides in two dimensions, J. Math. Anal. Appl., 331 (1)(2007), 21-37.
11. D. Fang, S. Zhong, Cauchy problem for the L 2 -critical nonlinear Schr\xf6dinger equation below the energy norm, Chinese Journal of Contemporary Mathematics, Vol.28, No. 4(2007), 621-630.
12. D. Fang, S. Zhong, Global solutions for nonlinear Klein-Gordon equations ininfinite homogeneous waveguides, J. Differential equations, 231(1)(2006), 212-234.
13. D. Fang, S. Zhong, Cauchy problem for the L 2 -critical nonlinear Schr\xf6dinger equation below H 1 ,Nonlinear Analysis, Vol. 62, No.1(2005), 117-130.
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