王健
发布时间: 2014-05-26 访问次数: 2107

 Chinese

CURRICULUM   VITAE

NAME:   Jian Wang

 

EMAIL:   jianwang@fjnu.edu.cn

 

RESEARCH  INTERESTS:  Stochastic Analysis, Markov Processes,Lévy Processes

 

EDUCATION:

Ph.D.: July 2008, School of Mathematics Science, Beijing Normal UniversityBeijingChina

MS: July, 2004, School of Mathematics and Computer Science, Fujin Normal UniversityFuzhou

BS: July, 2001, School of Mathematics and Computer Science,Fujian Normal UniversityFuzhouChina

 

 

PROFESSIONAL EXPERIENCE:

Associate Professor, School of Mathematics and Computer Science, Fujian Normal University, 2010

Humboldt Fellow, Institut für Mathematische Stochastik, TU Dresden, Germany, July, 2009—Augest, 2011

Lecturer, School of Mathematics and Computer Science, Fujian Normal University, 20062009

 

REARCH PAPERS:

 

 

(1)  Jian Wang,  Criteria for ergodicity of Lévy type operators in dimension one, Stoch. Proc. Appl., 118 (2008), 1909-- 1928.

(2)  Jian Wang,  Symmetric Lévy type operators, Acta Math. Sinica New Ser., 59(2009), 59--64.

(3)  Jian Wang,  First eigenvalue of one-dimensional diffusion processes,

Elect. Comm. Prob., 14 (2009), 232-- 244.

(4)  Jian Wang,  Logarithmic Sobolev inequality and strong ergodicity for birth-death processes, Front. Math. China, 4 (2009), 721--726. 

(5)  Jian Wang,  Functional inequalities for transient birth-death processes and their applications, J. Math. Anal. Appl., 264 (2010), 171-- 185.

(6)  Jian Wang,  Regularity of semigroups generated by Lévy type operators via coupling, Stoch. Proc. Appl., 120 (2010),1680--1700.

(7)  R.L. Schilling and Jian Wang, On the coupling property of Lévy processes, Ann. Inst. H. Poincaré: Probab. Stat., 47 (2011), 1147-- 1159.

(8)  B. Böttcher, R.L. Schilling and Jian Wang, Constructions of coupling processes for Lévy processes, Stoch. Proc. Appl.,121 (2011), 1201--1216.

  (9)  Jian Wang, Harnack inequalities for Ornstein–Uhlenbeck processes driven by Lévy processes, Stat. Prob. Letters, 81 (2011), 1436--1444.

(10)  H.N. Lin and Jian Wang, Asymptotic limit properties of occupation measure for transient Brownian sheet, Stat. Prob. Letters, 81 (2011), 1978--1985.

(11)  Jian Wang, Stability of Markov processes generated by Lévy type operators, Chinese Ann. Math. Ser. A. (in Chinese), 32 (2011), 33--50; Chinese J. Contemp. Math. (in English), 32 (2011), 1-- 20.

(12)  Jian Wang, Lyapunov drift conditions for general symmetric jump processes, Acta Math. Scientia A. (in Chinese), 31 (2011), 785--795.

(13)  Jian Wang, Criteria for super- and weak-Poincaré inequalities of ergodic birth- death processes, Acta Math. Sinica New Ser., 28 (2012), 257--370.

(14)  R.L. Schilling and Jian Wang, On the coupling property and the Liouville theorem for Ornstein-Uhlenbeck processes,  J. Evol. Equat., 12 (2012), 119--140.

 (15)  R.L. Schilling,  P. Sztonyk and Jian Wang, Coupling property and gradient estimates of Lévy processes via the symbol, to appear in Bernoulli, available online arXiv:1011.1067.

(16)  H.N. Lin and Jian Wang, Successful couplings for a class of stochastic differential equations driven by Lévy processes, to appear in Science China: Mathematics.

 (17)  R.L. Schilling and Jian Wang, Functional inequalities and subordination: stability of Nash and Poincaré inequalities, to appear in Math. Zeitschrift, available online arXiv: 1105.3082.

 (18)  R.L. Schilling and Jian Wang, Some theorems on Feller processes: transience, local times and ultracontractivity, to appear in Trans. Amer. Math. Soc., available online arXiv: 1108.3246.

 (19)  Jian Wang,  Regularity for semigroups of Ornstein- Uhlenbeck processes, to appear in Positivity, available online  doi:10.1007/s11117-012-0158-8 

(20)  Jian Wang,  Sharp bounds for the first eigenvalue of symmetric Markov processes and their applications,  to appear in Acta Math. Sinica New Ser.

 (21)  Jian Wang,  First eigenvalue of birth-death processes with killing,  to appear in Front. Math. China

 (22)  F.-Y. Wang and Jian Wang, Coupling and strong Feller for jump processes on Banach spaces, available online arXiv: 1111.3975.