• Speaker: Tom Parker, MSU
• Title: Convergence modulo diffeomorphisms of maps from Riemann surfaces
• Date: 02/06/2019
• Time: 1:40 PM - 3:00 PM
• Place: C517 Wells Hall

For the theory of both harmonic and holomorphic maps, one needs a notion of convergence maps modulo diffeomorphisms of the domain. I will describe an approach (developed with Woongbae Park) that uses Kuranishi families in place of the standard approach based on bubble tree convergence.