In this paper, properties of a recently proposed mathematical model for data flow in large-scale asynchronous computer systems are analyzed. In particular, the existence of special weak solutions based on propagating fronts is established. Qualitative properties of these solutions are investigated, both theoretically and numerically.
QUALITATIVE PROPERTIES OF MATHEMATICAL MODEL FOR DATA FLOW / Hauck, Cd; Herty, M; Visconti, G. - In: NETWORKS AND HETEROGENEOUS MEDIA. - ISSN 1556-1801. - 16:4(2021), pp. 513-533. [10.3934/nhm.2021015]
QUALITATIVE PROPERTIES OF MATHEMATICAL MODEL FOR DATA FLOW
Herty, M;Visconti, G
2021
Abstract
In this paper, properties of a recently proposed mathematical model for data flow in large-scale asynchronous computer systems are analyzed. In particular, the existence of special weak solutions based on propagating fronts is established. Qualitative properties of these solutions are investigated, both theoretically and numerically.File allegati a questo prodotto
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