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An operadic structure on supermoduli spaces

Posted in
Enno Keßler
Tue, 15/03/2022 - 15:30 - 17:00

For zoom details contact Peter Teichner ( or David Reutter.

The operadic structure on the moduli spaces of algebraic curves  encodes in a combinatorial way
how nodal curves in the boundary can be obtained by glueing smooth curves along marked points.
In this talk, I will present a generalization of the operadic structure to moduli spaces of SUSY curves
(or super Riemann surfaces). This requires colored graphs and generalized operads in the sense
of Borisov-Manin.

Based joint work with Yu. I. Manin and Y. Wu.


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