Central nilpotency of skew braces
Abstract
Skew braces are algebraic structures related to the solutions of the set-theoretic quantum Yang-Baxter equation. We develop the central nilpotency theory for such algebraic structures in the sense of Freese-McKenzie comm and we compare the universal algebraic notion of central nilpotency with the notion of right and left *-nilpotency developed in NilpotentType.
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