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The Moduli Space of Graphical Associative Submanifolds

The Moduli Space of Graphical Associative Submanifolds

Start: 
Monday, April 29, 2024 12:00 pm
End: 
Monday, April 29, 2024 12:50 pm
Location: 
Kidd 280
Emily Windes
University of Oregon

In this talk, I discuss an infinite-dimensional Lagrange-multipliers problem that first appeared in Donaldson and Segal’s paper “Gauge Theory in Higher Dimensions II”. The longterm goal is to apply Floer theory to a functional whose critical points are generalizations of three (real) dimensional, special Lagrangian submanifolds. I will discuss a transversality theorem related to the moduli space of solutions to the Lagrange multiplers problem.

Contact: 
Christine Escher