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RIMS Kôkyûroku
No.2082
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)
 
2017/06/05〜2017/06/07
岡部 真也
Shinya Okabe
 
目 次
 
1. A TIME-DISCRETE APPROXIMATE SCHEME FOR MULTI-PHASE MEAN CURVATURE FLOW (Analysis on Shapes of Solutions to Partial Differential Equations)---1
    東京工業大学   利根川 吉廣 (Tonegawa,Yoshihiro)
 
2. A local analysis of the radial configuration for the two-phase torsion problem in the ball (Analysis on Shapes of Solutions to Partial Differential Equations)---7
    東北大学   Cavallina,Lorenzo
 
3. On a potential-well type result and global bounds of solutions for semilinear parabolic equation involving critical Sobolev exponent (Analysis on Shapes of Solutions to Partial Differential Equations)---21
    大阪大学大学院基礎工学研究科   石渡 通徳 (Ishiwata,Michinori)
 
4. Existence of weak solutions for mean curvature flow with a non-local term (Analysis on Shapes of Solutions to Partial Differential Equations)---95
    京都大学大学院理学研究科数学教室・白眉センター   高棹 圭介 (Takasao,Keisuke)
 
5. Circular solutions to the elastic flow in hyperbolic space (Analysis on Shapes of Solutions to Partial Differential Equations)---109
    Universitat Ulm / Universitat Ulm   Dall'Acqua,Anna / Spener,Adrian
 
6. EXISTENCE OF A MINIMAL NON-SCATTERING SOLUTIONS TO THE MASS-SUBCRITICAL GENERALIZED KORTEWEG-DE VRIES EQUATION (Analysis on Shapes of Solutions to Partial Differential Equations)---125
    東北大学   瀬片 純市 (Segata,Jun-ichi)
 
7. Behavior of solutions to a chemotaxis system with general sensitivity functions (Analysis on Shapes of Solutions to Partial Differential Equations)---135
    福岡大学   仙葉 隆 (Senba,Takasi)
 
8. Laplacian growth on a branched Riemann surface (Analysis on Shapes of Solutions to Partial Differential Equations)--------------145
    Department of Mathematics, KTH Royal Inst. Tech.   Gustafsson,Bjorn
 
9. Exact blow-up profile for a heat equation with a nonlinear boundary condition (Analysis on Shapes of Solutions to Partial Differential Equations)---162
    秋田大学   原田 潤一 (Harada,Junichi)
 
10. The fractional Liouville equation in dimension 1 Geometry, Compactness and quantization (Analysis on Shapes of Solutions to Partial Differential Equations)---168
    Department of Mathematics, ETH Zurich / Department of Mathematics and Computer Science, University of Padua / Department of Mathematics, ETH Zurich   Da Lio,Francesca / Martinazzi,Luca / Riviere,Tristan