Expertise

Research Interests:
        Nonlinear partial differential equations and applications. I focused on:  
            1. The deterministic and stochastic Zakharov-Kuznetsov equation. Basic mathematical theories were established for the initial-boundary value             
                 problem.
            2. Numerical analysis for stochastic geophysical fluid models. A time discrete approximation was constructed for the stochastic primitive equations of
                the atmosphere and oceans. 

        Mathematical modeling, computation and applied analysis. I am currently working on:
            Stochastic-statistical models of criminal behavior. Statistical agent-based models for residential burglary were improved and analyzed with the
            application of probability, partial differential equations and stochastic analysis.


Research Interests: analysis, applied and computational math

Current Projects: PDEs, stochastic PDEs, statistical-stochastic modeling with applications

Past Affiliations

PhD Student, Department of Mathematics, College of Arts and Sciences, Indiana University Bloomington (past)

Communities
Mathematics
Degrees
PhD, Indiana University Bloomington, Pure Mathematics, 2015
MS, Sichuan University, China, Applied Mathematics, 2009
BS, Sichuan University, China, Applied Mathematics and Actuary, 2008