Deformations of highly symmetric Calabi-Yau Grassmannian hypersurfaces
arXiv:2403.15898
Abstract
We use arithmetic and Hodge-theoretic techniques to study pencils of Calabi-Yau varieties realized as highly symmetric hypersurfaces in Grassmannians and their quotients, demonstrating that their geometric properties are distinct from the classical mirrors of Calabi-Yau Grassmannian hypersurfaces.