| File | |
| language |
eng
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| Author | |
| Description | In this paper, we show that steady or shrinking complete gradient Yamabe solitons with finite total scalar curvature and non-positive Ricci curvature are Ricci flat. Moreover, under certain pinching condition for Ricci curvature, we show that steady or shrinking complete gradient Yamabe solitons with finite total scalar curvature and non-positive scalar curvature are Ricci flat.
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| Subject | Yamabe solitons
Yamabe flow
Total scalar curvature
|
| Journal Title |
Differential Geometry and its Applications
|
| Volume | 66
|
| Start Page | 75
|
| End Page | 81
|
| ISSN | 0926-2245
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| Published Date | 2019-05-27
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| DOI | |
| Publisher | Elsevier B.V.
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| NII Type |
Journal Article
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| Format |
PDF
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| Relation | |
| Text Version |
著者版
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| Gyoseki ID | e37167
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| OAI-PMH Set |
Faculty of Science and Engineering
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