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Conformal transformations in a twisted product space
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Abstract
The conharmonic transformation is a conformaltransformation which satisfies a specified differential equation.Such a transformation was defined by Y. Ishii and we havegeneralized his results. Twisted product space is a generalizedwarped product space with a warping function defined on a wholespace. In this paper, we partially classified the twisted productspace and obtain a sufficient condition for a twisted productspace to be locally Riemannian products.
참고문헌 (3)
- "1 \by Y. Agaoka and B. H. Kim \paper On conformally flat"
- "4 \by Y. Ishii \paper On conharmonic transformation"
- "U}nal \paper A curvature condition for a twisted product to be"
관련 논문AI추천
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