Network science or graph theory has its roots in the first half of the 18th century when Leonhard Euler, a Prussian mathematician, analyzed the problem of finding a route through the city of Königsberg that crossed every one of the city's seven major bridges once and only once. Ever since then, network theory has attracted the interest of mathematicians like the famous Paul Erdős, who (together with Alfréd Rényi [2] and independently Gilbert [3]) was first to define random graphs in the late 1950s. Later, social scientists joined in founding social network theory as a new branch of the field. In the last two decades, an explosion of research into network science has been stimulated by the recent introduction of the small-world [4] and scale-free [1] network paradigms. As a result, the field has become ever more multidisciplinary, and concepts from network...
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Spring 2012
April 01 2012
Networks—An Introduction. Mark E. J. Newman. (2010, Oxford University Press.) $65.38, £35.96 (hardcover), 772 pages. ISBN-978-0-19-920665-0.
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Markus Brede
Markus Brede
University of Southampton
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Markus Brede
University of Southampton
∗
School of Electronics and Computer Science, University of Southampton, University Road, Bldg. 16, Southampton Highfield SO17 1BJ, United Kingdom. E-mail: [email protected]
Online ISSN: 1530-9185
Print ISSN: 1064-5462
© 2012 Massachusetts Institute of Technology
2012
MIT Press
Artificial Life (2012) 18 (2): 241–242.
Citation
Markus Brede; Networks—An Introduction. Mark E. J. Newman. (2010, Oxford University Press.) $65.38, £35.96 (hardcover), 772 pages. ISBN-978-0-19-920665-0.. Artif Life 2012; 18 (2): 241–242. doi: https://doi.org/10.1162/ARTL_r_00062
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