Interpolated family of non-group-like simple integral fusion rings of Lie type
Interpolated family of non-group-like simple integral fusion rings of Lie type
This paper is motivated by the quest of a non-group irreducible finite index depth 2 maximal subfactor. We compute the generic fusion rules of the Grothendieck ring of Rep(PSL(2,q)), q prime-power, by applying a Verlinde-like formula on the generic character table. We then prove that this family of fusion rings …