Establishes degree lower bounds for quotient line bundles of the lowest piece of Hodge modules from non-unipotent variations of Hodge structures, depending on local monodromies and boundary intersections, while recovering Kawamata's semi-positivity theorem for unipotent cases.
On semipositivity theorems
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On nefness of the lowest piece of Hodge modules
Establishes degree lower bounds for quotient line bundles of the lowest piece of Hodge modules from non-unipotent variations of Hodge structures, depending on local monodromies and boundary intersections, while recovering Kawamata's semi-positivity theorem for unipotent cases.