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Lectures
Seminar information archive ～11/12｜Next seminar｜Future seminars 11/13～
2026/12/10
13:00-14:30 Room #122 (Graduate School of Math. Sci. Bldg.)
Paul Norbury (University of Melbourne)
A q-analogue of Mirzakhani’s recursion for Weil-Petersson volumes (English)
Paul Norbury (University of Melbourne)
A q-analogue of Mirzakhani’s recursion for Weil-Petersson volumes (English)
[ Abstract ]
I will describe a q-analogue of Mirzakhani's recursion for Weil-Petersson volumes. They recover the Weil-Petersson volumes via a rescaled q to 1 limit and agree with the top degree terms of polynomials recently introduced by Okuyama’s from a q-deformation of the Gaussian Hermitian matrix model.
I will describe a q-analogue of Mirzakhani's recursion for Weil-Petersson volumes. They recover the Weil-Petersson volumes via a rescaled q to 1 limit and agree with the top degree terms of polynomials recently introduced by Okuyama’s from a q-deformation of the Gaussian Hermitian matrix model.
