Extension of adapted differentials on klt orbifolds
Abstract
Given a geometric orbifold (X,) in the sense of Campana, adapted reflexive differentials with respect to this orbifold are defined on suitably ramified covers of X. We show that if the orbifold (X,) is klt, then any such reflexive differential form can be extended to a regular differential form on a resolution of singularities of the cover.
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