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Overdetermined problems with a nonconstant Neumann boundary condition in a warped product manifold
- Lee, Jihye;
- Seo, Keomkyo
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0초록
We obtain Serrin-type theorems of the solution to overdetermined problems in a warped product manifold with a nonconstant Neumann boundary condition by applying the maximum principle to suitable subharmonic functions and integral identities.
키워드
Overdetermined problem; Warped product manifold; Serrin-type theorem; Neumann boundary condition; SYMMETRY; CURVATURE; SPACE
- 제목
- Overdetermined problems with a nonconstant Neumann boundary condition in a warped product manifold
- 저자
- Lee, Jihye; Seo, Keomkyo
- 발행일
- 2024-10
- 유형
- Article
- 권
- 247