Polynomial fusion rings of W-extended logarithmic minimal models
Polynomial fusion rings of W-extended logarithmic minimal models
The countably infinite number of Virasoro representations of the logarithmic minimal model LM(p,p') can be reorganized into a finite number of W-representations with respect to the extended Virasoro algebra symmetry W. Using a lattice implementation of fusion, we recently determined the fusion algebra of these representations and found that it …