Aubin–Yau theorem

E2103613 UNEXPLORED

The Aubin–Yau theorem is a fundamental result in complex differential geometry that proves the existence of Kähler–Einstein metrics on compact Kähler manifolds with negative or zero first Chern class, thereby resolving the Calabi conjecture in those cases.

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Calabi conjecture → relatedTo → Aubin–Yau theorem ⓘ