A construction of diagrammatic categories from McKay quivers is presented, with a conditional equivalence theorem to the monoidal category of irreducible G-modules that rests on an unproven path-basis assumption.
For example, let Γ be the representation graph of one of the finite subgroups of /u1D446/u1D448(2) as discussed in 2
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Diagrammatic Categories which arise from Representation Graphs
A construction of diagrammatic categories from McKay quivers is presented, with a conditional equivalence theorem to the monoidal category of irreducible G-modules that rests on an unproven path-basis assumption.