Talk page
Title:
The (1,k)-ADHM Seiberg-Witten equation and k-fold covers of associatives
Speaker:
Abstract:
The (1,k) ADHM Seiberg–Witten equations are a class of generalized Seiberg–Witten equations associated with the hyperkähler quotient appearing in the Atiyah, Drinfeld, Hitchin, and Manin’s construction of the framed moduli space of ASD instantons on R4. Formally, degenerating solutions of this equation are related to Fueter sections of bundles of symmetric products of k copies of R4. In this talk I will explain this relation in more detail and discuss why we believe these equations to be relevant to issues of multiply covered associatives. This is joint work in progress with Aleksander Doan.
Link:
Workshop: