Compactness Theorems for Critical Riemannian 4-Manifolds with Integral Bounds on Curvature
Journal
Geometriae Dedicata
Journal Volume
64
Journal Issue
3
Pages
253-260
Date Issued
1997
Author(s)
Abstract
In this article, we prove the compactness of the set of critical 4-manifolds with Lp-bound on the negative part of the Ricci curvature tensor, p > 2. In earlier work we proved this under the assumption that the Ricci curvature is pointwise bounded from below.
Type
journal article