03.07.2025, 16:15
– Raum 1.22
Forschungsseminar Differentialgeometrie
Heat and resolvent expansions in the noncommutative case
Matthias Lesch (Bonn)
Ihsane Malass
We investigate the existence of gaussian bounds for heat kernel constructed by the parametrix methods of E.E.Levi and the single / double layer potential on a manifold with boundary, and its application in the study of differentiability of the trace of heat kernel of the perturbed laplace operator on a manifold with boundry under suitable boundry conditions.