Geometry through spectral functionals
mathematical physics differential geometry operator algebras spectral theory
|20-May-2021 to 21-May-2021
|*contact for this listing
A mini-conference (Banach Center Conference) to review the current status of the approach on geometry through the spectral data. The aim is to briefly cover old and recent results on obtaining curvature terms and geometric objects like scalar curvature, Ricci tensor, etc. for Riemannian manifolds and their generalizations in noncommutative geometry.
|The spectral action on asymptotically Minkowski spacetimes.
|Modular Curvature and Morita Equivalence.
|Curvature in noncommutative geometry, spectral aspects.
|Properties and applications of the heat kernel expansion.
|Geometric and algebraic structures from heat asymptotics.
|On action in spectral geometry.