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Six Degrees: The Science of a Connected Age Duncan J. Watts
Publisher: W.W.Norton

'The Computer for the 21st Century' http://www.ubiq.com/hypertext/weiser/SciAmDraft3.html. Kolaczyk; Networks: An Introduction by M. Watts, Duncan (2003) 'Thresholds, cascades and predictability' in Six degrees: the science of a connected age, New York and London: W. (2002) Identity and search in social networks. The Science of the Connected Age (New York: W.W. Is Connected to Everything Else and What It Means (Penguin, 2003); Steven Strogatz's The Emerging Science of Spontaneous Order (Hyperion, 2003); and Duncan J. Norton, 2003) and Small Worlds: The Dynamics of Networks between Order and Randomness (Princeton University Press, 1999). I just finished a book that I borrowed form the library, Six Degrees: The Science of a Connected Age by Duncan Watts. Small Worlds: The Dynamics of Networks Between Order and Randomness (Princeton University Press, Princeton, 1999). Watts 2004: 102; Bruggeman 2008: Cambridge University Press. The shortest path between any two nodes is called the 'degree of separation': if two nodes are directly connected, the degree of separation is one, if they are connected by one intermediary, two, and so on (e.g. Six degrees: The science of a connected age. Watts, D.J., Dodds, P.S., & Newman, M. Watts; Statistical Analysis of Network Data: Methods and Models by Eric D. Six Degrees: The Science of a Connected Age. Conceptualizing student dropout in part-time distance education: pathologizing the normal. Albert-László Barabási, & Duncan J. Watts makes the argument that we are all connected through six people; meaning we can reach any other person through six other people, even if we have nothing in common with them. (2004) Six Degrees: The Science of a Connected Age. Seis Grados De Separacion / Six Degrees La ciencia de las redes en la era del acceso/The Science of a Connected Age (Transiciones / Transitions) (Spanish Edition) (9788449317729) Duncan J. He is also the author of Six Degrees: The Science of a Connected Age (W.W.