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Centralizers and pseudo-degree functions

Published 29 Nov 2013 in math.RA | (1311.7666v3)

Abstract: We study centralizers in certain algebras with valuation in order to generalize results by Hellstr\"{o}m and Silvestrov on centralizers in graded algebras. We prove that the centralizer of an element in the studied algebras is a free module over a certain ring. Under further assumptions we obtain that the centralizer is also commutative.

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Authors (1)

  1. Johan Richter 

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