Geometric Analysis Seminar

Akos Nagy, Department of Pure Mathematics, University of Waterloo

"Seiberg--Witten equation with multiple spinors in dimension 3 --- Part I"

Following Haydys and Walpuski, I will introduce a generalization of the SW equations on 3-manifolds, and prove a compactness theorem for the moduli space of solutions.

In the first talk, I will define the problem (the SW equations with multiple spinors), state the main theorem of the paper, and prove a couple a priori estimates.

M3 3103