Equivariant Yamabe problem with boundary

  • Ho, Pak Tung
  • Shin, Jinwoo
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초록

As a generalization of the Yamabe problem, Hebey and Vaugon considered the equivariant Yamabe problem: for a subgroup G of the isometry group, find a G-invariant metric whose scalar curvature is constant in a given conformal class. In this paper, we study the equivariant Yamabe problem with boundary.

키워드

Primary 53C1853C21Secondary 35R0158J32CONFORMAL DEFORMATIONMANIFOLDSMETRICSTHEOREM
제목
Equivariant Yamabe problem with boundary
저자
Ho, Pak TungShin, Jinwoo
DOI
10.1007/s00526-021-02154-8
발행일
2022-02
유형
Article
저널명
Calculus of Variations and Partial Differential Equations
61
1