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Ricci solitons on compact Kähler surfaces |
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| Authors: | Thomas Ivey |
| Institution: | Department of Mathematics, Case Western Reserve University, Cleveland, Ohio 44106-7058 |
| Abstract: | We classify the Kähler metrics on compact manifolds of complex dimension two that are solitons for the constant-volume Ricci flow, assuming that the curvature is slightly more positive than that of the single known example of a soliton in this dimension. |
| Keywords: | Ricci flow solitons K\"ahler surfaces |
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