Nexus

Small Worlds and the Groundbreaking Theory of Networks

By: Mark Buchanan

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Paperback | 1 June 2003

At a Glance

Paperback
236 Pages

Dimensions(cm)
20.32 x 13.97 x 1.91

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$48.75

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"If you ever wanted to know how many links connect you and the Pope, or why when the U.S. Federal Reserve Bank sneezes the global economy catches cold, read this book," writes John L. Casti (Santa Fe Institute). This "cogent and engaging" (Nature) work presents the fundamental principles of the emerging field of "small-worlds" theory-the idea that a hidden pattern is the key to how networks interact and exchange information, whether that network is the information highway or the firing of neurons in the brain. Mathematicians, physicists, computer scientists, and social scientists are working to decipher this complex organizational system, for it may yield a blueprint of dynamic interactions within our physical as well as social worlds.

Highlighting groundbreaking research behind network theory, "Mark Buchanan's graceful, lucid, nontechnical and entertaining prose" (Mark Granovetter) documents the mounting support among various disciplines for the small-worlds idea and demonstrates its practical applications to diverse problems-from the volatile global economy or the Human Genome Project to the spread of infectious disease or ecological damage. Nexus is an exciting introduction to the hidden geometry that weaves our lives so inextricably together.

Industry Reviews

"Finally, a readable, simple explanation of one of the most surprising rules of complex networks." -- John L. Casti, author of Mathematical Mountain "[G]raceful, lucid, nontechnical and entertaining prose...A remarkable achievement." -- Mark Granovetter, Joan Butler Ford Professor of So "Buchanan peels away a veneer of complexity to reveal the simple scaffolding that holds our society together." -- Richard Stone, author of Mammoth: The Resurrec "The consequences of this new world view are profound-and at times disturbing." -- Richard Stone - Science "An intriguing, accessible look at the mathematics behind the 'six degrees of separation' theory." -- Kirkus Reviews

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