The dimension of the Hilbert Space of Geometic quantization of vortices on a Riemann surface
arXiv:1606.03810 · doi:10.1142/S0219887817501444
Abstract
In this article we calculate the dimension of the Hilbert space of Kahler quantization of the moduli space of vortices on a Riemann surface. This dimension is given by the holomorphic Euler characteristic of the quantum line bundle.
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