seminar: A non-local flow for Riemann surfaces

speaker: Matthew Gursky (Notre Dame University)

abstract: A non-local flow is defined for compact Riemann surfaces. The metric evolution consists of two terms, the (normalized) Ricci flow and a non-local term, and is coupled to an elliptic equation. Solvability of the elliptic equation is related to conformal Killing vector fields, and a convergence result it proved.

timetable:
Tue 19 Sep, 17:30 - 18:25, Aula Magna Dipartimento di Matematica applicata
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