12:30 pm Tuesday, November 8, 2005
GADGET: Volume Growth, Curvature Decay, and Critical Metrics by Jeff Viaclovsky (MIT) in RLM 9.166
I will discuss an upper volume growth estimate for spaces with quadratic curvature decay, and some local regularity theorems for critical metrics (such as anti-self-dual metrics or constant scalar curvature Kahler metrics). I then will give some applications to orbifold and multi-fold compactness theorems for manifolds with critical metrics, and discuss the corresponding moduli spaces. Submitted by
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