The Mathematics of Finite Networks - Rudolph, Michael
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The study of large-scale features of a network often requires approximations that may result in significant divergence from the finite scales of real applications. This book offers an approach to overcoming these limitations by introducing an exact, non-asymptotic set of tools combining graph theory with operator calculus.

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Produktbeschreibung
The study of large-scale features of a network often requires approximations that may result in significant divergence from the finite scales of real applications. This book offers an approach to overcoming these limitations by introducing an exact, non-asymptotic set of tools combining graph theory with operator calculus.
Autorenporträt
Michael Rudolph is a mathematical physicist of the French National Centre for Scientific Research at the Institut Denis Poisson. His research includes graph theory and classical number theory, and is directed towards understanding physical reality from an inherently finite discrete perspective, both mathematically and philosophically.