A macroscopic fluid dynamic model dealing with the flows of information on a telecommunication network encoded in packets is proposed. For dynamics at nodes two “routing algorithms” are considered and the existence of solutions to Cauchy problems is proved. The main difference among the two algorithms is the possibility of redirecting packets of the second, which in turn implies stability, i.e. Lipschitz continuous dependence from initial data.

A fluid dynamic model for packets flow on telecommunication networks

D'APICE, Ciro;MANZO, Rosanna;PICCOLI, Benedetto
2005

Abstract

A macroscopic fluid dynamic model dealing with the flows of information on a telecommunication network encoded in packets is proposed. For dynamics at nodes two “routing algorithms” are considered and the existence of solutions to Cauchy problems is proved. The main difference among the two algorithms is the possibility of redirecting packets of the second, which in turn implies stability, i.e. Lipschitz continuous dependence from initial data.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/1067977
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