-
Scalar curvature, moment maps, and the Deligne pairing
- American Journal of Mathematics
- Johns Hopkins University Press
- Volume 126, Number 3, June 2004
- pp. 693-712
- 10.1353/ajm.2004.0019
- Article
- Additional Information
- Purchase/rental options available:
Buy Issue for $25 at JHUP
Abstract
In this paper, we improve the bound for the moment map derivative proved by Donaldson in his recent proof of the Hilbert-Mumford stability of complex manifolds with constant scalar curvature. The proof depends on the identification of Donaldson's symplectic form with the curvature of a certain Deligne pairing.
collapse
You are not currently authenticated.
If you would like to authenticate using a different subscribed institution or have your own login and password to Project MUSE
Authenticate
- Purchase/rental options available:
