Aug	27	* Sze-Bi Hsu
		Modeling and analysis on the growth of bacteria in a chemostat
		with application to microbiology and aquatic ecology
		National Tsing-Hua University, Department of Mathematics
		11:00 am (Math Colloquium)
Sep	02	Andrew Nevai
		The functional response of a predator
		University of Central Florida, Department of Mathematics
Sep	09	Zhisheng Shuai
		Basic assumptions in modeling infectious diseases: A closer look at
		the Kermack-McKendrick model
		University of Central Florida, Department of Mathematics
Sep	16	Andrew Nevai
		Population dynamics in a producer-scrounger patch model
		University of Central Florida, Department of Mathematics
Sep	23	Zhisheng Shuai
		Heterogeneous models in epidemiology
		University of Central Florida, Department of Mathematics
Sep	30	Caelin Linaja
		Putting the pieces together: The recent Ebola outbreak in retrospect
		University of Central Florida, Department of Mathematics
Oct	14	Andrew Nevai
		The prey model and the zero-one rule
		University of Central Florida, Department of Mathematics
Oct	21	Andrew Nevai
		The prey algorithm
		University of Central Florida, Department of Mathematics
Oct	28	Evan Foley
		Modeling network worm outbreaks
		University of Central Florida, Department of Mathematics
Nov	04	Zhisheng Shuai
		Disease spread on contact networks
		University of Central Florida, Department of Mathematics