WorkshopsVortices in Non-Abelian Gauge Field Theory
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Vortices in non-Abelian gauge field theory play essential roles in the mechanism of color (quark) confinement and are governed by systems of nonlinear elliptic equations of complicated structures. Here, we present a series of sharp existence and uniqueness theorems for multiple vortex solutions of the non-Abelian BPS equations over the plane and on a doubly periodic domain, in a general perspective.
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Yisong Yang
2011-01-13
09:00:00 - 09:50:00
R102 , Astronomy and Mathematics Building
Vortices in non-Abelian gauge field theory play essential roles in the mechanism of color (quark) confinement and are governed by systems of nonlinear elliptic equations of complicated structures. Here, we present a series of sharp existence and uniqueness theorems for multiple vortex solutions of the non-Abelian BPS equations over the plane and on a doubly periodic domain, in a general perspective.
This talk is based on the recent joint work with Chang-Shou Lin.
For material related to this talk, click here.