A note on graded Yang-Baxter solutions as braid-monoid invariants
M.J. Martins, P.B. Ramos
TL;DR
This paper constructs two solutions to the graded Yang-Baxter equation using algebraic braid-monoid methods and discusses their interpretation as factorizable S-matrices.
Contribution
It introduces new solutions for the graded Yang-Baxter equation based on the algebraic braid-monoid approach, expanding the set of known solutions.
Findings
Two $Osp(n|2m)$ solutions of the graded Yang-Baxter equation are constructed.
The solutions are interpreted as factorizable S-matrices.
The algebraic braid-monoid approach is effective for generating such solutions.
Abstract
We construct two solutions of the graded Yang-Baxter equation by using the algebraic braid-monoid approach. The factorizable S-matrix interpretation of these solutions is also discussed.
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