Organizer(s):

Name:

Affiliation:

Country:

University of Nebraska-Lincoln

USA

National Tsing Hua University

Taiwan

Chang Gung University

Taiwan

Abstract:
In the past century, Mathematical models have been increasingly developed to describe and study population dynamics and behaviors in spatially and temporally homogeneous and heterogeneous environments. On one hand, investigations of mathematical models provide theoretical foundation for long and short term population dynamics as well as management strategies. On the other hand, realistic biological problems lead to new, interesting, and challenging mathematical modeling and theories. In this special session, we will bring together researchers to present and discuss recent advances of mathematical theories and analyses, especially in differential equations and dynamical systems, and their applications in population biology.