Аннотация:
After a summary of the TQFT wire model formalism we bridge the gap from Kuperberg equations for $SU(3)$ spiders to Ocneanu coherence equations for systems of triangular cells on fusion graphs that describe modules associated with the fusion category of $SU(3)$ at level $k$. We show how to solve these equations in a number of examples.
Ключевые слова:quantum symmetries; module-categories; conformal field theories; $6j$ symbols.