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Injectivity conjecture for the positive quantum affine subalgebra of the $q$ -tetrahedron algebra
Let ${\mathcal A}_q$ be the unital associative algebra generated by $x,y$ subject to the two cubic $q$ -Serre relations … … For each $i\in\mathbb Z_4$ , let the homomorphism from…
Conjectureopenq-serre-relations q-tetrahedron-algebra quantum-affine-algebrasarXiv posted 2 days ago

Injectivity conjecture for the positive quantum affine subalgebra of the qqq-tetrahedron algebra