We give a construction of the moduli space M0,nR of genus zero super Riemann surfaces with nR≥4 Ramond punctures as a Deligne-Mumford stack of dimension nR−3|nR/2−2. This work is a continuation of workdone by Edward Witten in [Wit12a], [Wit15] wherein the underlying manifold (M0,nR)red of dimension nR−3|0 is described.
Math-Physics Joint Seminar
Tuesday, November 26, 2019 - 4:30pm
Nadia Ott
U Minnesota