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HPD-invariance of the Tate conjecture. (arXiv:1707.06639v3 [math.AG] UPDATED)
来源于:arXiv
We prove that the Tate conjecture is invariant under Homological Projective
Duality (=HPD). As an application, we prove the Tate conjecture in the new
cases of linear sections of determinantal varieties, and also in the cases of
complete intersections of two quadrics. Furthermore, we extend the Tate
conjecture from schemes to stacks and prove it for certain global orbifolds 查看全文>>