Junnosuke Koizumi
Abstract
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We prove that any commutative group scheme separated over a noetherian normal scheme admits a canonical structure of a presheaf with transfers, which is characterized by a simple condition on radicial transfers.
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We prove that any commutative group scheme separated over a noetherian normal scheme admits a canonical structure of a presheaf with transfers, which is characterized by a simple condition on radicial transfers.
Key concepts: Noetherian, Commutative property, Mathematics, Scheme (mathematics), Group (periodic table), Simple (philosophy), Pure mathematics, Transfer (computing)