The L^2 Volume of the Space of Holomorphic Maps from Closed Kahler Riemann Surfaces to Complex Projective Spaces via Vortex Equations. - Seminars - News

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The L^2 Volume of the Space of Holomorphic Maps from Closed Kahler Riemann Surfaces to Complex Projective Spaces via Vortex Equations.

Posted by：Assistant editor on 2015-06-04

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Chih-Chung Liu

2015-06-04
15:00:00 - 16:00:00

308 , Mathematics Research Center Building (ori. New Math. Bldg.)

In this talk, I will prove a conjectural formula for the $L^2$ volume of a space of physical interest. The result is an application of an asymptotic result on the $L^2$ metric of a family of vortex moduli spaces.