CMM PDE Seminar “Asymptotic stability of the degree-one vortex in the abelian Yang-Mills-Higgs model”

Abstract: We consider the abelian Yang-Mills-Higgs equations in the plane, a.k.a. the magnetic Ginzburg-Landau equations. This system admits topological vortex solutions. We will discuss a proof of full asymptotic stability of the degree-one vortex at the self-dual coupling for co-rotational perturbations. This is joint work with J. Lührmann (Koln), F. Pusateri (U. Toronto), W. Schlag (Yale), and S. Shahshahani (U. Mass. Amherst).

Speaker: José Manuel Palacios (EPFL, Switzerland) – Online

For those unable to attend in person, the talk will also be available via Zoom at the following link:  https://uchile.zoom.us/j/97781230158pwd=MDIJ5OSVvuObCde6BEes5HcHwxeSa8.1