Contents

• TOP
• Organizers and Board Members
• Purpose of the Symposium
• History of the Symposium
  (Under Construction)
• Archives of the Symposium
  

Outline

Organizers :

Y.Giga (University of Tokyo/Hokkaido University)

Period :

October 15, 2008 (Wednesday) 10：30−11：30

Place :

Graduate School of Mathematical Sciences the University of Tokyo, Room #056

Programme :

Atsushi Yagi (Osaka Univ.)

TITLE:

Asymptotic behavior of solutions for BCF model describing crystal surface growth

ABSTRACT:

This talk is concerned with the initial-boundary value problem for a nonlinear parabolic equation which was presented Johnson et al. for describing the process of growth of a crystal surface on the basis of the BCF theory. We will investigate asymptotic behavior of solutions by construct exponential attractors and a Lyapunov function and by examining a structure of the $\omega$ limit set.