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Special Session 53

Global or/and Blow-Up Solutions for Nonlinear Evolution Equations and Their Applications

Organizer(s):

Shaohua George Chen

Ming Mei

Introduction:
This special session is devoted to the recent developments in global or/and blowup solutions for nonlinear evolution equations and their applications, include delay, localized, nonlocal, degenerate evolution equations, steady states and their properties

List of abstracts Go Back
Name	Country	Title
Nasser-eddine M Tatar	Saudi Arabia	Nonexistence for a viscoelastic problem in the whole space
Mohammad M Kafini	Saudi Arabia	On the uniform decay in viscoelastic Cauchy problems with singular kernels
Christian Stinner	Germany	Rates of convergence to steady states for a semilinear parabolic equation
Manwai Yuen	Hong Kong	Analytical Blowup Solutions of the Euler-Poisson/Navier-Stokes-Poisson Equations in $R^{N}$
Michael Winkler	Germany	Highly time-oscillating solutions for very fast diffusion equations
Kyril Tintarev	Sweden	Co-compact imbeddings and PDE with self-similar nonlinearities
Ovidiu Carja	Romania	A priori estimates for solutions of differential inclusions
Shaohua Chen	Canada	Boundedness and Blowup Solutions for Quasilinear Parabolic Systems with Lower Order Terms
Ming Mei	Canada	Hyperbolic Damped p-System and Diffusion Phenomena
Donatella Donatelli	Italy	Quasineutral limits for Navier Stokes Poisson system
Anahit Galstyan	USA	Global existence for the semilinear Gellerstedt-type equation
Wan-Tong Li	Peoples Rep of China	Entire Solutions in Nonlocal Dispersal Equations
Mokhtar Kirane	France	Global nonexistence results for a class of hyperbolic systems
Dung Le	USA	Global existence for higher dimension strongly coupled parabolic systems
Bei Hu	USA	Gradient blowup rate for nonlinear parabolic equations
Bruno Rubino	Italy	Steady states for a heterogeneous quantum-classical 1-D hydrodynamic model for semiconductor devices