3 problems

Orbifold quantum-dimension conjecture. Every irreducible ordinary $\mathcal{H}(3)^{S_3}$-module $M$ appears in the decomposition of a $g$-twisted $\mathcal{H}(3)$-module for some…

Quantum-dimension criterion. The anyon $a$ is braiding universal if and only if $\dim(a)^2$ is not an integer.

Quantum-dimension conjecture. For every $\chi\in\operatorname{Irr}(G)$,