Jan	16	Andrew Nevai and Zhisheng Shuai
		Graph reduction and reproduction numbers
		1. de-Camino-Beck and Lewis. 2007. Bull. Math. Biol. 69: 1341-1354.
		2. de-Camino-Beck et al. 2009. J. Math. Biol. 59: 503-516.
		University of Central Florida, Department of Mathematics
Jan	23	Andrew Nevai
		Random vs. conditional dispersal in a spatial habitat (I)
		1. Hastings. 1983. Theor. Pop. Biol. 33: 311-314.
		2. Dockery et al. 1998. J. Math. Biol. 37: 61-83.
		University of Central Florida, Department of Mathematics
Jan	30	Andrew Nevai
		Random vs. conditional dispersal in a spatial habitat (II)
		1. Cantrell et al. 2006. Math. Biosci. 204: 199-214.
		2. Cantrell et al. 2007. Proc. Roy. Soc. Edin. A 137: 497-518.
		University of Central Florida, Department of Mathematics
Jan	31	* Yuan Lou
		Evolutionarily stable dispersal strategies in heterogeneous environments
		The Ohio State University, Department of Mathematics
		Abstract
		11:00 am (Math Colloquium)
Feb	06	Pauline van den Driessche
		Modeling the spread of West Nile Virus
		University of Victoria, Department of Mathematics and Statistics
		Abstract
Feb	07	* Pauline van den Driessche
		Sign pattern matrices and dynamical systems
		University of Victoria, Department of Mathematics and Statistics
		Abstract
		11:00 am (Math Colloquium)
Feb	13	* Andrew Nevai
		The maximum principle
		University of Central Florida, Department of Mathematics
		10:00 am
Feb	20	* Zhisheng Shuai
		Nonnegative matrices and their spectral radius
		University of Central Florida, Department of Mathematics
		10:00 am
Feb	27	* Jessica Hearns
		A primer on evolutionary game theory with mathematical perspectives
		and ecological examples
		University of Central Florida, Department of Mathematics
		Abstract
		10:00 am
Mar	13	* Matthew Tye
		Integral projection models as a method to parameterize large Lefkovich matrices
		in data-limited systems
		University of Central Florida, Department of Biology
		Abstract
		10:00 am
Mar	21	* Stephen Cantrell
		Nonlinear diffusion and resource matching in population dynamics
		University of Miami, Department of Mathematics
		Abstract
		11:00 am (Math Colloquium)
Mar	27	Andrew Nevai and Zhisheng Shuai
		Single species movement in a spatially heterogeneous habitat
		University of Central Florida, Department of Mathematics
Apr	03	Zhisheng Shuai
		Mathematical models for the spread of cholera
		University of Central Florida, Department of Mathematics
Apr	10	Isaac Chun-Hai Fung
		Challenges ahead: a review of cholera ordinary differential equation models
		Centers for Disease Control and Prevention (CDC)
		Abstract
Apr	17	R.A. Van Gorder
		A McKendrick-von Forster equation modified to describe size-structured plant populations
		University of Central Florida, Department of Mathematics