The geometric quantization of the moduli space of Riemann surfaces with even spin structure.

Abel G. Wolman

Displaying similar documents to “The geometric quantization of the moduli space of Riemann surfaces with even spin structure.”

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A remark on the homotopical dimension of some moduli spaces of stable Riemann surfaces

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Using a result of Harer, we prove certain upper bounds for the homotopical/cohomological dimension of the moduli spaces of Riemann surfaces of compact type, of Riemann surfaces with rational tails and of Riemann surfaces with at most k rational components. These bounds would follow from conjectures of Looijenga and Roth–Vakil.