CRITICAL POINTS OF SOLUTIONS TO THE OBSTACLE PROBLEM IN THE PLANE
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関連論文
- Nonlinear diffusion and geometry of domain (New Developments of Functional Equations in Mathematical Analysis)
- Stationary isothermic surfaces and some characterizations of the hyperplane (Viscosity Solutions of Differential Equations and Related Topics)
- Stationary isothermic surfaces and a characterization of the spherical cylinder (Problems in the Calculus of Variations and Related Topics)
- 拡散と不変な等位面(部分多様体論と可積分系および幾何解析とのつながり)
- 障害問題の解の臨界点について(変分問題と非線型楕円型方程式)
- CRITICAL POINTS OF SOLUTIONS TO THE OBSTACLE PROBLEM IN THE PLANE
- Level sets of the solution to elliptic boundary value problems
- Uniqueness of critical point of solutions(Solutions for Nonlinear Elliptic Equations)
- Stationary isothermic surfaces and a new characterization of the sphere (Dynamics of spatio - temporal patterns for the system of reaction - diffusion equations)
- 拡散方程式の解の空間臨界点と零点の挙動
- Stationary isothermic surfaces of the heat flow (Nonlinear Diffusive Systems and Related Topics)
- SOLUTIONS OF DIFFUSION EQUATIONS WHOSE SPATIAL LEVEL SURFACES ARE INVARIANT WITH RESPECT TO THE TIME VARIABLE
- 非線形拡散, 領域の幾何, および Liouville 型定理 (非線形拡散の数理)