Sep	16	Zhisheng Shuai
		Mathematical challenges in establishing global disease dynamics
		University of Central Florida, Department of Mathematics
Sep	23	Andrew Nevai
		The maximum principle I
		University of Central Florida, Department of Mathematics
Sep	30	Andrew Nevai
		The maximum principle II
		University of Central Florida, Department of Mathematics
Oct	03	* Peng Feng
		A spatial-temporal model for innate immune response to Borrelia burgdorferi
		Florida Gulf Coast University, Department of Mathematics
		Abstract
		Monday at 3:30 pm (Joint Analysis-Mathematical Biology Seminar)
Oct	14	Keith Carlson
		Mathematical modeling of infectious diseases with latency: +homogeneous mixing
		and contact network
		University of Central Florida, Department of Mathematics
		Abstract
Oct	21	Andrew Nevai
		The maximum principle III
		University of Central Florida, Department of Mathematics
Oct	28	Andrew Nevai
		The maximum principle IV
		University of Central Florida, Department of Mathematics
Nov	04	Andrew Nevai
		The maximum principle V
		University of Central Florida, Department of Mathematics
Nov	18	Zhisheng Shuai
		Modeling infectious disease spread without incidence assumptions
		University of Central Florida, Department of Mathematics
Dec	02	Apurva Bhatty
		Dynamics of transport in nonlinear systems with valve function and malfunction
		for precision medicine
		Private medical practice
		Abstract