Orateur
Carlos Simpson
(Université Nice-Sophia-Antipolis)
Description
We consider the Voros resurgence or WKB problem of monodromy for a family of connections of the form $\nabla + t.\Phi$, and look at the transport along a path as a function of $t$. Taking the Laplace transform, we discuss the analytic continuation properties leading to asymptotic estimates for the monodromy as $t \to \infty$. If time permits we'll discuss possible relations with spectral networks and harmonic mappings to buildings.
Auteur principal
Carlos Simpson
(Université Nice-Sophia-Antipolis)
