Proves that complete manifolds with Ric ≥ 0 and boundary h ≥ 1 are compact via monotone quantities from positive proper harmonic functions with Neumann conditions.
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2026 2representative citing papers
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Nonnegative Ricci Curvature and Uniformly Convex Boundary Forces Compactness
Proves that complete manifolds with Ric ≥ 0 and boundary h ≥ 1 are compact via monotone quantities from positive proper harmonic functions with Neumann conditions.
- Complete Calabi-Yau metrics on noncompact K3 fibered threefolds