Sep	07	Andrew Nevai
		The Nicholson-Bailey host-parasitoid model
		University of Central Florida, Department of Mathematics
Sep	14	Andrew Nevai
		The Leslie-Gower host-parasite model
		University of Central Florida, Department of Mathematics
Sep	21	Andrew Nevai
		The Neubert-Kot predator-prey model
		University of Central Florida, Department of Mathematics
Sep	28	Zhisheng Shuai
		Counting labelled trees and spatial population dynamics
		University of Central Florida, Department of Mathematics
Oct	05	Xiang-Sheng Wang
		Global dynamics of disease models coupling direct and indirect transmission
		University of Louisiana at Lafayette, Department of Mathematics
		Abstract
Oct	05	* Xiang-Sheng Wang
		Asymptotic analysis of difference and differential equations
		with applications to special functions and mathematical biology
		University of Louisiana at Lafayette, Department of Mathematics
		Abstract
		3:00 pm (Math Colloquium)
Oct	12	Arielle Gaudiello
		Impact of asymmetric movement on the spatial spread of infectious diseases:
		a case study of SIS model
		University of Central Florida, Department of Mathematics
Oct	19	Andrew Nevai
		Random dispersal in a spatial habitat
		University of Central Florida, Department of Mathematics
Oct	26	Andrew Nevai
		Conditional dispersal in a spatial habitat
		University of Central Florida, Department of Mathematics
Nov	02	Arielle Gaudiello
		Diffusion and disease persistence in a patchy SIS model
		University of Central Florida, Department of Mathematics
Nov	09	Christopher Botelho
		Modeling disease impact of vibrio-phage interactions
		University of Central Florida, Department of Mathematics
Nov	16	Sabrina Mai
		A rigorous analysis on the edge-based compartmental model of Miller and Volz
		University of Central Florida, Department of Mathematics
Nov	30	Poroshat Yazdanbakhshghahyazi
		Introduction to target reproduction number and its applications
		University of Central Florida, Department of Mathematics