Endocabling, a deformation of set-theoretic Yang-Baxter solutions via brace endomorphisms, is used to prove that solutions of prime-power size with cyclic diagonal have finite multipermutation level, except for one size-4 solution in the 2-power case.
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Endocabling of involutive solutions to the Yang-Baxter equation, with an application to solutions whose diagonal is a cyclic permutation
Endocabling, a deformation of set-theoretic Yang-Baxter solutions via brace endomorphisms, is used to prove that solutions of prime-power size with cyclic diagonal have finite multipermutation level, except for one size-4 solution in the 2-power case.