On transfer homomorphisms of Krull monoids

Published 28 Apr 2021 in math.AC | (2104.13788v1)

Abstract: Every Krull monoid has a transfer homomorphism onto a monoid of zero-sum sequences over a subset of its class group. This transfer homomorphism is a crucial tool for studying the arithmetic of Krull monoids. In the present paper, we strengthen and refine this tool for Krull monoids with finitely generated class group.

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