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Linked: The New Science Of Networks Science Of Networks Hardcover – May 15 2002

4.1 out of 5 stars 55 customer reviews

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Product Details

  • Hardcover: 288 pages
  • Publisher: Basic Books; 1 edition (May 15 2002)
  • Language: English
  • ISBN-10: 0738206679
  • ISBN-13: 978-0738206677
  • Product Dimensions: 23.6 x 16 x 2.4 cm
  • Shipping Weight: 608 g
  • Average Customer Review: 4.1 out of 5 stars 55 customer reviews
  • Amazon Bestsellers Rank: #466,616 in Books (See Top 100 in Books)
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Product Description

From Amazon

How is the human brain like the AIDS epidemic? Ask physicist Albert-László Barabási and he'll explain them both in terms of networks of individual nodes connected via complex but understandable relationships. Linked: The New Science of Networks is his bright, accessible guide to the fundamentals underlying neurology, epidemiology, Internet traffic, and many other fields united by complexity.

Barabási's gift for concrete, nonmathematical explanations and penchant for eccentric humor would make the book thoroughly enjoyable even if the content weren't engaging. But the results of Barabási's research into the behavior of networks are deeply compelling. Not all networks are created equal, he says, and he shows how even fairly robust systems like the Internet could be crippled by taking out a few super-connected nodes, or hubs. His mathematical descriptions of this behavior are helping doctors, programmers, and security professionals design systems better suited to their needs. Linked presents the next step in complexity theory--from understanding chaos to practical applications. --Rob Lightner

From Publishers Weekly

Information, disease, knowledge and just about everything else is disseminated through a complex series of networks made up of interconnected hubs, argues University of Notre Dame physics professor Barabasi. These networks are replicated in every facet of human life: "There is a path between any two neurons in our brain, between any two companies in the world, between any two chemicals in our body. Nothing is excluded from this highly interconnected web of life." In accessible prose, Barabasi guides readers through the mathematical foundation of these networks. He shows how they operate on the Power Law, the notion that "a few large events carry most of the action." The Web, for example, is "dominated by a few very highly connected nodes, or hubs... such as Yahoo! or" Barabasi notes that "the fittest node will inevitably grow to become the biggest hub." The elegance and efficiency of these structures also makes them easy to infiltrate and sabotage; Barabasi looks at modern society's vulnerability to terrorism, and at the networks formed by terrorist groups themselves. The book also gives readers a historical overview on the study of networks, which goes back to 18th-century Swiss mathematician Leonhard Euler and includes the well-known "six degrees phenomenon" developed in 1967 by sociology professor Stanley Milgram. The book may remind readers of Steven Johnson's Emergence and with its emphasis on the mathematical underpinnings of social behavior Malcolm Gladwell's The Tipping Point (which Barabasi discusses); those who haven't yet had their fill of this new subgenre should be interested in Barabasi's lively and ambitious account.
Copyright 2002 Cahners Business Information, Inc.

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Customer Reviews

Top Customer Reviews

Format: Hardcover
If you read this, you will read about Barabasi's exciting work and the work of his friends. You will read about the risks he and his colleagues take with their careers. You will read about the incredible inertia in academia. But, you won't find much insight into the principles of network dynamics?
I'm not sure the book delivers. We get a 'report from the field', but not much detail or general understanding. It's all too confusing and new, if I caught Barabasi's drift.
But, is this a good 'introduction' to network dynamics? Based on the reviews here, it seems clear the prose appeals to many readers. If this inspires people to read more, then great. I am afraid they are attracted by the comforting tone and soothing outlook, though. We get too much of Barabasi, the expert grant writer. Barabasi foresees network dynamics leading us to Kurzweil's happy 'Age of Spiritual Machines'. A more down to earth view suggests networks bring us Osama Bin Laden. Barabasi is quite thrilled to find small world dynamics in his network research, but never connects them to the 'small world dynamics' of drug lords and suicide bombers.
I'm a bit puzzled by Barabasi's problems with the details. For example, he does a poor job of explaining exactly what a 'power-law' distribution might be, though he uses the term over and over, again. How does one 'find' a power-law in experimental data? Most people have probably gone through much of their lives never seeing a single one! If you find one, will anyone agree with you?
Offering a few examples that one could work with at home would go a long way. For instance, Barabasi talks about the way wealth approximates a power-law distribution. If you try to work with published data on this subjects, there won't be much that looks like a power-law.
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Format: Hardcover
Having read both "Linked" and "A New Kind of Science" I feel compelled to add my two cents to some other reviewer who unfavorably compares Barabasi to Wolfram.
While it is true that Linked is a bit light on the underlying math - not trivial by all means - and that there are chapters the book would be better without (last three notably, as well as the already-mentioned analysis of M$ dominance) this remains an interesting introduction to networks theory. We do not need rocket science to tell us that a scale-free network has its' vulnerability in its hubs, but I find it interesting and not entirely common sense that it is INHERENTLY more robust than a random network.
I find some of the critique here a bit petty (perhaps penned by fellow scientists ?). Barabasi comes out IMHO as a witted scientist with a knack for explaining stuff to the masses, an art in which Richard Feynman (alredy mentioned here and perhaps my all-time favorite hero) excelled. Perhaps a 100-page compendium would make a better reading, but there seems to be an unwritten publishing rule whereby no essay shorter than 250 pages sells.
On the other hand, I have rarely witnessed such an inflated ego as the one self-portrayed by Stephen Wolfram who bombastically claims to have invented a whole New Kind of Science ! His 1,200-page tome uses all variations of the "I" pronoun *ad nauseam* and there are whole sections who could be happily burned to no consequence to the reader (e.g. the proof-free wanderings on biochemistry et al.), not to mention the gazillion diagrams which cease to astonish well before you peruse the fiftieth.
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Format: Hardcover
In all the chapters (author calls "links"- a novel idea for a book on networks!) Barabasi has nicely stitched the captivating overviews on different networking details and offer a general progressing view about network analysis. He used the "World Wide Web network" as a basis for network analysis and extended the findings to other possible real-world networks (cellular-proteins, diseases, network of actors at Hollywood, terrorist networks, web of scientists linked with co-authorship, collaborative web behind economy and so on).

As pointed in introduction, "reductionism" was the buzzword of twentieth century"s research based on the assumption "that once we understand parts, it will be easy to grasp whole" but the reassembly turned out to be harder leading us into "complexity". Barabasi projects the concept to the nodes of a network and shows another angle of the holistic view that was elaborated decades back. He begins with 18th-century Swiss mathematician, Euler and his "bridges" problem, stopping briefly on "graph theory" (a basis for thinking about today"s "networks"), moves on to Erdos (and Renyi) and their random network theory based on "chance" and "randomness" showing static nature of networks. The link between "Six degrees of separation" by Milgram (experimental psychologist) and its preceding probable origin in Karinthy"s (Hungerian writer) fictional story named "chains" (that first conveyed that at the most five acquaintances connect every person on earth) leads to his own findings: "19 degrees of separation" which estimated Internet to be a small sized world in a way that every document is on average 19 clicks away from any other.
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