Office: ECOT 643
My research focuses on nonlinear partial differential equations (PDEs), in particular those with applications to urban crime, segregation, biological aggregation, chemotaxis, and ecology. Fundamentally, I am interested in the mathematical modeling and the use of numerical and mathematical analysis to shed light into social, biological and ecological systems. I have contributed to the advancement of the theory for non-local PDEs and have brought insight into crime propagation and prevention, social segregation, and pest-control. You a list of my publication in my CV.