Jordanian Solutions of Simplex Equations
Holger Ewen, Oleg Ogievetsky

TL;DR
This paper constructs solutions to the Frenkel--Moore N-simplex equation for all N, generalizing the R-matrix for Jordanian quantum groups, expanding the understanding of quantum algebra structures.
Contribution
It introduces a universal construction of solutions to the N-simplex equation that generalizes existing R-matrices for Jordanian quantum groups.
Findings
Provides explicit solutions for all N
Generalizes the R-matrix for Jordanian quantum groups
Enhances the algebraic framework of quantum integrable systems
Abstract
We construct for all a solution of the Frenkel--Moore --simplex equation which generalizes the --matrix for the Jordanian quantum group.
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