2023 Wilmington NC USA
Special Session 41: Asymptotic Analysis and Bifurcations of Solutions for Nonlinear Models
Organizer(s): Yoshitsugu Kabeya , Jann-Long Chern

Parallel Session 3 :: Thursday, June 1, 08:00 – 09:30                     CI1006
 8:30-9:00  Yoshitsugu Kabeya (Department of Mathematics, Osaka Metropolitan University, Japan)
 Bifurctions and Imperfect bifurcations of solutions to the scalar-field type eliptic equation under the Robin condition.
 9:00-9:30  Tohru Wakasa (Kyushu Institute of Technology, Japan)
 Linearized eigenvalue problems, Lam'e equation and modified elliptic integral of the third kind

Parallel Session 4 :: Thursday, June 1, 14:00 – 16:00                     CI1006
 14:00-14:30  Junping Shi (College of William & Mary, USA)
 Standing Waves of Coupled Schrodinger Equations with Quadratic Interactions from Raman Amplification in a Plasma
 14:30-15:00  Michiaki Onodera (Tokyo Institute of Technology, Japan)
 A perturbation theory of overdetermined boundary value problems
 15:00-15:30  Tatsuki Mori (Graduate School of Engineering, Musashino University, Japan)
 All global bifurcation diagrams of stationary solutions to a 1D phase field model

Parallel Session 5 :: Thursday, June 1, 16:30 – 19:00                     CI1006
 16:30-17:00  Jin Takahashi (Tokyo Institute of Technology, Japan)
 Blow-up of the critical norm for a supercritical semilinear heat equation
 17:00-17:30  Kousuke Kuto (Waseda University, Japan)
 On the ratio of population to resources in the diffusive logistic equation
 17:30-18:00  Yoshitaro Tanaka (Future University Hakodate, Japan)
 An approximation by a Keller-Segel system for nonlocal Fokker-Planck equation in bounded one-dimensional domain
 18:00-18:30  Kota Ohno (Department of Data Science for Business Innovation, Faculty of Science and Engineering, Chuo University, Japan)
 Chimera behaviors in nonlocally coupled oscillator system
 18:30-19:00  Masaharu Nagayama (Hokkaido University, Japan)
 On a numerical bifurcation analysis of a particle reaction-diffusion model for a motion of two self-propelled disks