A singular Demailly-Paun theorem
Tristan C. Collins, Valentino Tosatti
TL;DR
This paper provides a numerical criterion to identify the Kahler cone of possibly singular compact analytic varieties embedded in smooth spaces, extending classical results to more general settings.
Contribution
It introduces a new characterization of the Kahler cone applicable to singular varieties embedded in smooth ambient spaces.
Findings
Numerical characterization of the Kahler cone for singular varieties
Extension of classical theorems to singular settings
Applicable to embedded compact analytic varieties
Abstract
We give a numerical characterization of the Kahler cone of a possibly singular compact analytic variety which is embedded in a smooth ambient space.
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