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Coinvariants for Lattice VOAs and q-Supernomial Coefficients | B. L. Feigin
; S. A. Loktev
; I. Yu. Tipunin
; | Date: |
30 Jun 2001 | Subject: | Quantum Algebra; Mathematical Physics | math.QA math-ph math.MP | Affiliation: | Landau Institute for Theoretical Physics, Independent University of Moscow, Lebedev Physics Institute | Abstract: | We propose an alternative definition of q-supernomial coefficients as characters of coinvariants for one dimensional lattice vertex operator algebras. This gives a new formula for q-supernomial coefficients. Along the way we prove that the spaces of coinvariants form a bundle over the configuration space of complex points (the configuration space includes diagonals). | Source: | arXiv, math.QA/0107003 | Services: | Forum | Review | PDF | Favorites |
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