Scalar curvature lower bounds are preserved under weak limits of smooth closed 3-manifolds through μ-bubble comparisons when volumes and Lipschitz constants converge appropriately.
Conjectures on convergence and scalar curvature.Perspectives in scalar curvature, 2:645– 722
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Scalar curvature under weak limits of manifolds
Scalar curvature lower bounds are preserved under weak limits of smooth closed 3-manifolds through μ-bubble comparisons when volumes and Lipschitz constants converge appropriately.