Titel
Analytic Eigenbranches in the Semi-classical Limit
Abstract
We consider a one parameter family of Laplacians on a closed manifold and study the semi-classical limit of its analytically parametrized eigenvalues. Our results establish a vector valued analogue of a theorem for scalar Schrödinger operators on Euclidean space by Luc Hillairet which applies to geometric operators like Witten’s Laplacian on differential forms.
Stichwort
Semi-classical limitAnalytic eigenbranchesWitten Laplacian
Objekt-Typ
Sprache
Englisch [eng]
Persistent identifier
Erschienen in
Titel
Complex Analysis and Operator Theory
Band
14
Ausgabe
5
ISSN
1661-8254
Erscheinungsdatum
2020
Publication
Springer Science and Business Media LLC
Projekt
Kod / Identifikator
P31663-N35
Erscheinungsdatum
2020
Zugänglichkeit
Rechteangabe
© The Author(s) 2020

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