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Ulrich ideals in the ring $k[[t^5,t^{11}]]$

Published 1 Nov 2021 in math.AC | (2111.01085v1)

Abstract: The Ulrich ideals in the semigroup rings $k[[t5, t{11}]]$ and $k[[t5,t6,t9]]$ are determined, by describing the normal forms of systems of generators, where $k[[t]]$ denotes the formal power series ring over a field $k$.

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