Generalizes integration formulas for geometric random variables on moduli space of hyperbolic surfaces to arbitrary closed loops and improves asymptotic for Weil-Petersson expectation of geodesic counts in an orbit.
Weil-Petersson volumes and intersection theory on the moduli space of curves
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Integrals of general geometric random variables on the moduli space of hyperbolic surfaces
Generalizes integration formulas for geometric random variables on moduli space of hyperbolic surfaces to arbitrary closed loops and improves asymptotic for Weil-Petersson expectation of geodesic counts in an orbit.