Some New Solutions of Yang-Baxter Equation
Susumu Okubo
TL;DR
This paper introduces new solutions to the Yang-Baxter equation of rational and trigonometric types by reformulating it as a triple product equation in matrix vector spaces.
Contribution
It presents novel solutions to the Yang-Baxter equation through a new matrix-based reformulation approach.
Findings
Discovered new rational solutions.
Identified new trigonometric solutions.
Reformulated the equation as a triple product in matrix space.
Abstract
We have found some new solutions of both rational and trigonometric types by rewriting Yang-Baxter equation as a triple product equation in a vector space of matrices.
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