Mathematische Zeitschrift Spectral properties and asymptotic periodicity of flows in networks

Abstract

We combine functional analytical and graph theoretical methods in order to study flows in networks. We show that these flows can be described by a strongly continuous operator semigroup on a Banach space. Using Perron-Frobenius spectral theory we then prove that this semigroup behaves asymptotically periodic.

Cite this paper

@inproceedings{Kramar2004MathematischeZS, title={Mathematische Zeitschrift Spectral properties and asymptotic periodicity of flows in networks}, author={Marjeta Kramar and Eszter Sikolya and M. Kramar and Ali Mehmeti}, year={2004} }