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RIMS Kôkyûroku
No.2146
偏微分方程式の解の形状解析
Analysis on Shapes of Solutions to Partial Differential Equations
RIMS 共同研究(公開型)
 
2018/06/27〜2018/06/29
岡部 真也
Shinya Okabe
 
目 次
 
1. Existence and nonexistence of ground state solution for semilinear elliptic equation involving Hardy-Sobolev critical exponent (Analysis on Shapes of Solutions to Partial Differential Equations)---
    愛媛大学大学院理工学研究科   橋詰 雅斗 (Hashizume,Masato )
 
2. Large exponent asymptotics for one dimensional fully nonlinear diffusions of power type (Analysis on Shapes of Solutions to Partial Differential Equations)---
    福岡大学   Liu,Qing
 
3. On the Interaction of a Pair of Coaxial Vortex Rings (Analysis on Shapes of Solutions to Partial Differential Equations)-----------
    東京理科大学   相木 雅次 (AIKI,Masashi )
 
4. Energy dissipative numerical schemes for gradient flows of planar curves (Analysis on Shapes of Solutions to Partial Differential Equations)---
    名古屋大学   剱持 智哉 (Kemmochi,Tomoya )
 
5. A SYMMETRIC CRITICALITY PRINCIPLE FOR O’HARA'S ENERGIES (Analysis on Shapes of Solutions to Partial Differential Equations)-------
    INSTITUT FUR MATHEMATIK, RWTH AACHEN UNIVERSITY   GILSBACH,ALEXANDRA
 
6. Uniqueness for closed embedded non-smooth hypersurfaces with constant anisotropic mean curvature (Analysis on Shapes of Solutions to Partial Differential Equations)---
    九州大学マス・フォア・インダストリ研究所   小磯 深幸  (Koiso,Miyuki)
 
7. Boundary Value Problems for the Willmore Functional (Analysis on Shapes of Solutions to Partial Differential Equations)------------
    Otto-von-Guericke-Universitat   Grunau,Hans-Christoph
 
8. Construction and stability analysis of one-peak symmetric stationary solutions to the Schnakenberg model with heterogeneity (Analysis on Shapes of Solutions to Partial Differential Equations)---
    首都大学東京理学研究科 / 首都大学東京理学研究科    石井 裕太 / 倉田 和浩 (Ishii,Yuta / Kurata,Kazuhiro)
 
9. ダルブーの代数的可積分系とリーの理論 -非線型中心問題と反応拡散方程式への応用- (偏微分方程式の解の形状解析)-------------------------
    岡山理科大学   下條 昌彦 (SHIMOJO,MASAHIKO )