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math.DG2024
On the topology of the moduli space of positive scalar curvature concordances
Boris Botvinnik, David J. Wraith
Let be a manifold which admits a metric with positive scalar curvature (or a positive intermediate curvature in a suitable sense). We study the moduli space ${\mathscr{M}}^{\ma…
math.DG2024
Generalized positive scalar curvature on spin manifolds
Boris Botvinnik, Jonathan Rosenberg
Let be a (compact) non-spin spin manifold. Fix a Riemannian metric on and a connection on , and let be the associated spin Dirac operator. Let…