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Beauville--Bogomolov--Yau decomposition for Kähler generalized pairs
In this paper, we establish the Beauville--Bogomolov--Yau decomposition for generalized pairs in the Kähler setting, thereby extending this structure theorem to the natural framework of the Kähler generalized Minimal Model Program. More precisely, we prove that, after passing to a finite quasi-étale
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