Hypergeometric Integrals on a Punctured Riemann Surface

Carlos Rodriguez (MPI MIS, Leipzig)

Mar 17. 2026, 10:30 — 11:30

We study integrals on a punctured Riemann surface of genus g > 1. The twisted cohomology groups associated to theseintegrals were studied by Watanabe. Here we study the corresponding twisted homology groups of these integrals, and bilinear pairings among homology and cohomology groups. This is joint work with Andrzej Pokraka andLecheng Ren.

Further Information
Venue:
ESI Boltzmann Lecture Hall
Associated Event:
Amplitudes and Algebraic Geometry (Thematic Programme)
Organizer(s):
Daniele Agostini (U Tübingen)
Lara Bossinger (UNAM, Oaxaca)
Ruth Britto (Trinity College, Dublin)
Johannes Henn (MPP, Munich)
Jianrong Li (U of Vienna)
Anna-Laura Sattelberger (MPI MIS, Leipzig)
Oliver Schlotterer (Uppsala U)