Volumes of moduli spaces of super hyperbolic surfaces (Paul Norbury, Melbourne)

26.04.2024 10:30

ABSTRACT: Mirzakhani produced recursion relations between polynomials that give Weil-Petersson volumes of moduli spaces of hyperbolic surfaces. Stanford and Witten described an analogous construction for moduli spaces of super hyperbolic surfaces producing Mirzakhani-like recursion relations between polynomials that give super volumes. This was achieved in the so-called Neveu-Schwarz case. In this lecture, I will describe what occurs in the Ramond case. It produces deformations of the Neveu-Schwarz polynomials again satisfying Mirzakhani-like recursion relations.

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Bâtiment: Conseil Général 7-9

Room 1-05, Séminaire "Physical Mathematics Seminar"

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