Speaker
Dr
L Glaser
Description
Fuzzy spaces and matrix geometries are an evergreen topic in string theory.
They can also be arrived at from other directions, one of which is the theory of spectral triples.
In a spectral triple the geometric data of a manifold is encoded as an Algebra acting on a Hilbert space, with a compatible Dirac operator.
In this poster I will show some results on fuzzy spaces from spectral triples, and how to reconstruct the geometry in these.
Author
Dr
L Glaser
