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On the critical points of the  functionals in Kähler geometry |
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| Authors: | Valentino Tosatti |
| Affiliation: | Department of Mathematics, Harvard University, 1 Oxford St, Cambridge, Massachusetts 02138 |
| Abstract: | We prove that a Kähler metric in the anticanonical class, that is a critical point of the functional  and has nonnegative Ricci curvature, is necessarily Kähler-Einstein. This partially answers a question of X.X. Chen. |
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