2018 Taipei, Taiwan

SS127:  Dynamical Aspects of Diffusive Systems
Organizer(s):
Name:
Affiliation:
Country:
Tohoku University
Japan
Tokyo Institute of Technology
Japan
 
Abstract:
The aim of this special session is to bring together experts in the area of PDEs and exchange recent results and ideas on the dynamics of various nonlinear diffusive systems. We are interested in qualitative behavior of solutions for reaction-diffusion equations, singular and degenerate diffusion equations, and related problems.
List of approved abstract
Name
Affiliation
Title
Goro Akagi
Tohoku University
Convergence of solutions to fractional Cahn-Hilliard systems
matteo franca
Marche Polytechnic University (Ancona)
Multiplicity of Ground States for the scalar curvature equation: a non perturbative result.
Junichi Harada
Akita University
Singularities of blowup solutions for heat equation with a nonlinear boundary condition
Kin Ming Hui
Institute of Mathematics, Academia Sinica
Asymptotic behavior of solutions of the fast diffusion equation near its extinction time
Katsuyuki Ishii
Kobe University
Convergence of a threshold-type algorithm for mean curvature flow
Yong-Jung Kim
KAIST
Diffusion for biological organisms in a heterogeneous environment
Hiroshi Matsuzawa
National Institute of Technology, Numazu College
Spreading profile of solutions for a free boundary problem of a nonlinear diffusion equation with a positive bistable nonlinearity
Yoshifumi MIMURA
Nihon University
The variational approach to Keller-Segel system
Fernando Quiros
Universidad Autonoma de Madrid
Near-field asymptotics for the porous medium equation in low-dimensional exterior domains
Sinisa Slijepcevic
University of Zagreb
Stability and dynamics of certain reaction-diffusion equations with a gradient structure on bounded and unbounded domains
Yoshie Sugiyama
Osaka University
Compactly supported stationary states of the degenerate Keller-Segel system in the difusion-dominated regime
Dmitry Vorotnikov
Universidade de Coimbra
Nonlinear Fokker-Planck equations with reaction