Monoid-valued Sewing Lemmata and applications

Antoine Hocquet (TU Berlin)

Oct 15. 2020, 13:15 — 14:00

I will present a generalisation of the multiplicative Sewing Lemma by Feyel, De La Pradelle and Mokobodzki '08, and explain how it relates to the existing variants in the literature, notably in the context of semi-groups. I will give a few examples that illustrate a concept of submultiplicative monoid, which is a natural framework in which this theorem can be used.

Further Information
ESI Boltzmann Lecture Hall
Associated Event:
Higher Structures Emerging from Renormalisation - partially postponed (Online Workshop)
Pierre Clavier (U of Haut-Alsace)
Kurusch Ebrahimi-Fard (NTNU, Trondheim)
Peter K. Friz (TU Berlin)
Harald Grosse (U of Vienna)
Dominique Manchon (U Clerment Auvergne)
Sylvie Paycha (U of Potsdam)
Sylke Pfeiffer (U of Potsdam)