DiscoverModuli SpacesKahler-Einstein metrics and Geometric Invariant Theory
Kahler-Einstein metrics and Geometric Invariant Theory

Kahler-Einstein metrics and Geometric Invariant Theory

Update: 2011-07-01
Share

Description

I will discuss an approach to a version of Yau's conjecture, relating Kahler-Einstein metrics to notions of stability. The core of this approach involves estimates for the Chow invariant, obtained from asymptotic analysis. We will also describe progress on a variant of the set-up involving an anticanonical divisor, somewhat analogous to the theory of parabolic bundles. Another theme in the talk will be the importance of making progress on testing stability in explicit cases.
Comments 
In Channel
loading
00:00
00:00
x

0.5x

0.8x

1.0x

1.25x

1.5x

2.0x

3.0x

Sleep Timer

Off

End of Episode

5 Minutes

10 Minutes

15 Minutes

30 Minutes

45 Minutes

60 Minutes

120 Minutes

Kahler-Einstein metrics and Geometric Invariant Theory

Kahler-Einstein metrics and Geometric Invariant Theory

Steve Greenham