Friday, August 11
MS38
Mathematical Theory of Superconductivity - Part II of II
1:30 PM-3:30 PM
Lehua (Salon 6)
For description, see Part I, MS32.
Organizer: Xingbin Pan
Zhejiang University, China; and National University of Singapore, Singapore
- 1:30-1:55 Ginzburg-Landau Equation with Magnetic Effect and Stable Solutions
- Shuichi Jimbo, Hokkaido University, Japan
- 2:00-2:25Cancelled
Numerical Calculations for the Eikonal Equation via the Discrete Morse Semiflow with Ginzburg-Landau Energy
Seiro Omata, Hiroshi Iwasaki, and Kenichi Kawagoe, Kanazawa University, Japan
- 2:30-2:55 Generalized Derivation of Vortex Line Dynamics in Superfluids and Superconductors
- Tai-Chia Lin, National Chung-Cheng University, Taiwan
- 3:00-3:25 Ginzburg-Landau System and Surface Superconductivity
- Xingbin Pan, Organizer