About categorification of cyclotomic integers and tensored N-complexes (1807.02100v1)

Published 5 Jul 2018 in math.KT and math.QA

Abstract: We prove that the ideal used in recent works to categorify the cyclotomic integers is generated by a cyclotomic polynomial. Moreover, we publish a proof by T. Ekedahl that the $q$-binomial relations used in the tensor product of $N$-complexes makes it necessary for the category to be enriched over the cyclotomic integers.

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Authors (1)

Djalal Mirmohades

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