Irreducible modules L(c_p,q,h_m,n) over Vir_p,q are classically free precisely for boundary minimal models Vir_{2,2s+1}, with classical limits described by jet algebras of the corresponding Zhu C2-algebras, thereby interpreting the Andrews-Gordon identities.
Arc spaces and the Rogers – Ramanujan identities
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Boundary minimal models and the Rogers-Ramanujan identities
Irreducible modules L(c_p,q,h_m,n) over Vir_p,q are classically free precisely for boundary minimal models Vir_{2,2s+1}, with classical limits described by jet algebras of the corresponding Zhu C2-algebras, thereby interpreting the Andrews-Gordon identities.