Computes the decomposition of the level-1 E8(1)-module into irreducibles of F4(1) ⊕ G2(1) via the Kac-Peterson character formula, string functions, and theta function identities including Rogers-Ramanujan series.
Verma modules over the virasoro algebra
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Branching rule decomposition of the level-1 $E_8^{(1)}$-module with respect to the irregular subalgebra $F_4^{(1)} \oplus G_2^{(1)}$
Computes the decomposition of the level-1 E8(1)-module into irreducibles of F4(1) ⊕ G2(1) via the Kac-Peterson character formula, string functions, and theta function identities including Rogers-Ramanujan series.