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math.DG2026
The sharp -curvature inequality on locally conformally flat manifolds in quantitative form
Jonas W. Peteranderl
Let and let be a smooth, closed, connected, and locally conformally flat Riemannian manifold with a -admissible metric in the conformal class . We…
math.MG2026
Linear isoperimetric filling inequalities in Hadamard spaces at and above the asymptotic rank
Jonas W. Peteranderl
Reformulated in terms of the asymptotic rank, a conjecture by Gromov predicts a linear isoperimetric filling inequality in all dimensions greater than or equal to the asymptotic ra…
math.DG2026
Hausdorff-type metric geometry of the space of Cauchy hypersurfaces
Christian Lange, Jonas W. Peteranderl
We equip the space of Cauchy hypersurfaces in a globally hyperbolic spacetime with a natural Hausdorff-type metric. For a timelike Cauchy complete, smooth Lorentzian manifold with…