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        "event_title":"Differential Equations Seminar: Scalar curvature and codimension 2 collapse",
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        "combined_title":"Differential Equations Seminar: Scalar curvature and codimension 2 collapse: Demetre Kazaras, Michigan State University",
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        "description":"This talk is about the structure of Riemannian 3-manifolds satisfying a lower bound on their scalar curvature. These manifolds are toy models for spatial geometry in general relativity. I will discuss a \"drawstring\" construction, which modifies a manifold near a given curve, reducing its length and incurring only negligible damage to a scalar curvature lower bound. This extends ideas of Basilio-Sormani and Lee-Naber-Neumayer. The drawstrings produce unexpected examples with relevance to a few areas, including the question \"How flat is an isolated gravitational system with very little total mass?\" This is based on joint work with Kai Xu.",
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