Large genus behavior of topological recursion
Résumé
We show that for a rather generic set of regular spectral curves, the Topological-Recursion invariants F_g grow at most like $O((\beta g)! r^{-g}) $ with some $r>0$ and $\beta\leq 5$.
We show that for a rather generic set of regular spectral curves, the Topological-Recursion invariants F_g grow at most like $O((\beta g)! r^{-g}) $ with some $r>0$ and $\beta\leq 5$.
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https://hal.science/hal-02154180
Soumis le : mercredi 12 juin 2019-17:44:31
Dernière modification le : mardi 3 septembre 2024-11:14:08