FUSION MATRICES AND C<1 (QUASI) LOCAL CONFORMAL THEORIES

Abstract
General properties of the fusion matrices and their explicit expression given by the Uq( sl (2)) quantum 6j-symbols are exploited to analyze some two dimensional c10, E6) modular invariant, and of the Z2 quasilocal analogs of the (A, D) and (A10, E6) series, are computed. The list of the Γ0(2) submodular invariant partition functions on the torus is extended.

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