The Mathematics of Finite Networks: An Introduction to...

The Mathematics of Finite Networks: An Introduction to Operator Graph Theory

Michael Rudolph
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Since the early eighteenth century, the theory of networks and graphs has matured into an indispensable tool for describing countless real-world phenomena. However, the study of large-scale features of a network often requires unrealistic limits, such as taking the network size to infinity or assuming a continuum. These asymptotic and analytic approaches can significantly diverge from real or simulated networks when applied at the finite scales of real-world applications. This book offers an approach to overcoming these limitations by introducing operator graph theory, an exact, non-asymptotic set of tools combining graph theory with operator calculus. The book is intended for mathematicians, physicists, and other scientists interested in discrete finite systems and their graph-theoretical description, and in delineating the abstract algebraic structures that characterise such systems. All the necessary background on graph theory and operator calculus is included for readers to understand the potential applications of operator graph theory.
年:
2022
出版商:
Cambridge University Press
語言:
english
頁數:
355
ISBN 10:
1107134439
ISBN 13:
9781107134430
文件:
PDF, 6.29 MB
IPFS:
CID , CID Blake2b
english, 2022
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