Research interests:
My research spans nonlinear dynamical systems and mathematical biology, with particular emphasis on bifurcation theory, differential equations, and Hilbert’s 16th problem. I develop and analyze mathematical models for biological, ecological, and epidemiological systems, focusing on mosquito population dynamics, mosquito-borne diseases, and climate change modeling. A central theme of my work is understanding how climate change and environmental variability shape vector ecology, disease transmission, and public health risk. By linking rigorous mathematical analysis with data-informed modeling, my research aims to support evidence-based prevention, risk assessment, and control strategies within the One Health framework, integrating human, animal, and environmental health.
Office:Â Ross N618
·¡³¾²¹¾±±ô:Ìýhuaiping@yorku.ca
LAboratory of Mathematical Parallel Systems (LAMPS)
³¢´Ç³¦²¹³Ù¾±´Ç²Ô:ÌýRoss N532
±Ê³ó´Ç²Ô±ð:Ìý416-736-2100 Ext: 20188