Highly Influential

5 Excerpts

- Published 2004

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.

@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}
}