Proves formula for Euler numbers of Hilb^n(C²/Γ) by establishing that quantum dimensions of standard modules of associated quantum affine algebras are 1 at a specific root of unity, including for E7 and E8 cases.
Crawley-Boevey, Normality of M arsden- W einstein reductions for representations of quivers , Math
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Euler numbers of Hilbert schemes of points on simple surface singularities and quantum dimensions of standard modules of quantum affine algebras
Proves formula for Euler numbers of Hilb^n(C²/Γ) by establishing that quantum dimensions of standard modules of associated quantum affine algebras are 1 at a specific root of unity, including for E7 and E8 cases.