Dan Popovici, Erfan Soheil
Published 2023-01-09Version 1
We propose an approach to the existence problem for locally conformally K\"ahler metrics on compact complex manifolds by introducing and studying a functional that is different according to whether the complex dimension of the manifold is $2$ or higher.
Compact Complex Manifolds with Small Gauduchon Cone
Extremizers of the $J$ functional with respect to the $d_1$ metric
$\cF$-functional and geodesic stability
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