Workshop On Integral Stokes Structures and Applications
January 12–15, Mannheim University, B6, 26.
The theory of meromorphic connections has given rise to various incarnations of Stokes structures (both classical and modern), and the field has been enhanced by interactions with physics (both historically, and also in recent times). On the other hand, the study of integer Stokes structures is a relatively recent phenomenon, with deep connections to algebraic geometry and number theory. The workshop will explore diverse aspects of meromorphic connections, Stokes structures, and their applications.
Speakers:
Giordano Cotti (Instituto Superior Técnico, Lisbon)
Andrea D'Agnolo (University of Padua)
Davide Guzzetti (SISSA, Trieste)
Yudai Hateruma (Waseda University, Tokyo)
Marco Hien (Augsburg University)
Nan-Kuo Ho (National Tsing Hua University, Taiwan)
Andreas Hohl (Technical University Chemnitz)
Thomas Krämer (Humboldt University Berlin)
Khadija Larabi* (Mannheim University)
Takuro Mochizuki (RIMS, Kyoto University)
Yichen Qin (Humboldt University Berlin)
Claude Sabbah (CMLS, CNRS, Ecole Polytechnique)
Christian Sevenheck (Technical University Chemnitz)
Duco van Straten* (Mainz University)
(*to be confirmed)
Organizers:
Claus Hertling (Mannheim University)
Thomas Reichelt (Mannheim University)
Martin Guest (Waseda University)
Contact and registration: stokes.2026uni-mannheim.de