Aug	27	Zhisheng Shuai
		Disease invasion on community network
		University of Central Florida, Department of Mathematics
Sep	03	Andrew Nevai
		A model for the spatial transmission of dengue
		University of Central Florida, Department of Mathematics
Sep	10	Arielle Gaudiello
		Modeling the human papillomavirus
		University of Central Florida, Department of Mathematics
Sep	17	Yuanwei Qi
		Existence and non-existence of traveling waves in reaction-diffusion systems
		with applications in bioreactor and thermal diffusion
		University of Central Florida, Department of Mathematics
Sep	24	Michael Kelly
		The impact of spatial arrangements on waterborne disease control
		Ohio State University, Department of Mathematics
		Abstract
Sep	25	* Michael Kelly
		Optimal fish harvesting for a population modeled by a nonlinear, parabolic
		partial differential equation
		Ohio State University, Department of Mathematics
		Abstract
		11:00 am (Math Colloquium)
Oct	01	Lina Sanchez
		Simulating ecological traps for mobile animals in heterogeneous landscapes
		University of Central Florida, Department of Biology
Oct	15	Andrew Nevai
		The calculation of R0 for an SIS reaction-diffusion model
		University of Central Florida, Department of Mathematics
Oct	22	Zhisheng Shuai
		SIS infectious disease model in a patchy environment
		University of Central Florida, Department of Mathematics
Oct	29	Jeffrey Sharpe
		A patch model for the ecology of feral cats
		University of Central Florida, Department of Mathematics
Nov	12	Maria Paniw
		Population viability of a disturbance-dependent plant species in
		natural and human-induced environment
		Universidad de Cádiz, Departamento de Biología (Área de Botánica)
Nov	19	Joseph Brennan
		Introduction to chemical reaction networks
		University of Central Florida, Department of Mathematics
		Abstract
Nov	26	Donald Porchia
		Global stability of a multi-group SIS model
		University of Central Florida, Department of Mathematics