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Document type:
Bachelorarbeit 
Author(s):
Engel, Alexander 
Title:
Constructing isospectral manifolds 
Abstract:
Two closed Riemannian manifolds are called isospectral, if the Laplace operators on them have the same set of eigenvalues counted with multiplicities. Riemannian manifolds which are isometric are trivially isospectral and up to date there are only two methods to systematically construct isospectral, but not isometric, manifolds: the Sunada method and the construction via effective torus actions. In this thesis we investigate the question whether isospectral metrics constructed via effective toru...    »
 
Subject:
MAT Mathematik 
DDC:
510 Mathematik 
Advisor:
Hanke, Bernhard (Prof. Dr.) 
Date of acceptation:
15.03.2010 
Date of publication:
07.05.2012 
Year:
2010 
Language:
en 
University:
Technische Universität München 
Faculty:
Fakultät für Mathematik 
TUM Institution:
Lehrstuhl M10 - Geometrie und Visualisierung 
Format:
Text