Mini-Symposium On
Evolution Equations: Theory, Numerics and Applications

March 4-5, 2002
York University

Co-ordinators: Jianhong Wu and Dong Liang, LIAM (Laboratory for Industrial and Applied Mathematics)


Monday, March 4, Room 237 CCB
10:40-11:20 Anatoli F. Ivanov, Pennsylvania State University
Periodic solutions for three-dimensional systems with time delays
11:20-12:00 Sergei Trofimchuk, University of Chile
Global stability and chaos in a family of scalar functional differential equations
12:00-1:30 LUNCH BREAK
1:30-2:10 Jianhua Huang , Central China Normal University
Existence of traveling wave fronts for delayed reaction diffusion equations with some zero diffusive coefficient
2:10-2:50 Minh Van Nguyen, Hanoi University of Science
Evolution Semigroups and Almost Periodic Solutions of Evolutions Equations
3:20-3:50 Wolfgang Angerer, University of Vienna
Network of neurons coupled through diffusive neuromediators
3:50-4:30 Dong Liang, York University
Numerical Travelling Wavefronts in a Reaction Advection Diffusion Model with Nonlocal Delayed Effects
Tuesday, March 5, Room 258 Petrie
10:30-11:10 Shiwang Ma, Shanghai Jiaotong University
Existence and stability of traveling wavefronts in a single species model with age structure
11:20-12:00 Anatoliy Swishchuk, York University
Evolutions of Population Biological Systems in Random Environment: Limit Theorems and Stability
12:00-1:30 LUNCH BREAK
1:30-2:00 Israel Ncube, York University
Thoughts on stationary densities of some random algorithms
2:00-2:30 Yongqiang Cao, York University
High Dimensional Data Clustering with Neural Networks
2:30-3:00 Yuriy Kazmerchuk, York University
Theory, Stochastic Stability and Applications of Stochastic Delay Differential Equations: a Survey of Recent Results