Special Session 41: Global and Blowup Solutions for Nonlinear Evolution Equations
Organizer(s): Shaohua Chen , Ming Mei , Runzhang Xu

Parallel Session 2 :: Monday, 12/16, 12:30-14:30                  Capital Suite 10
13:00-13:30	Jorge A Esquivel-Avila (Universidad Autonoma Metropolitana, Mexico)  Global non-existence of a coupled parabolic-hyperbolic system of thermoelastic type with history

13:30-14:00

Junmiao Liu (Harbin Engineering University, Peoples Rep of China)  Qualitative properties of solution for a class of heat equations

Parallel Session 3 :: Monday, 12/16, 14:45-16:45               Capital Suite 10
14:45-15:15	Jingyu Li (Northeast Normal University, Peoples Rep of China)  Nonlinear stability of shock profiles to Burgers equation with critical fast diffusion and singularity

15:15-15:45

Yanan Li (Harbin Engineering University, Peoples Rep of China)  Longtime dynamics for a class of strongly damped wave equations with variable exponent nonlinearities

15:45-16:15

Deng Zhang (Shanghai Jiao Tong University, Peoples Rep of China)  Recent progresses on stochastic Zakharov systems

16:15-16:45

Yuxuan Chen (Heilongjiang University, Peoples Rep of China)  High energy blowup and blowup time for a class of semilinear parabolic equations with singular potential on manifolds with conical singularities

Parallel Session 4 :: Monday, 12/16, 17:00-19:30                  Capital Suite 10
17:00-17:30	Yurij Salmaniw (University of Oxford, England)  Global existence for aggregation-diffusion systems with irregular kernels

17:30-18:00

Runzhang Xu (Harbin Engineering University, Peoples Rep of China)  Global quantitative stability of wave equations with strong and weak dampings

18:00-18:30

Shaohua Chen (Cape Breton University, Canada)  Blow-up solutions for nonlinear parabolic equations