2007
DOI: 10.1257/aer.97.3.890
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Meeting Strangers and Friends of Friends: How Random Are Social Networks?

Abstract: We present a dynamic model of network formation where nodes find other nodes with whom to form links in two ways: some are found uniformly at random, while others are found by searching locally through the current structure of the network (e.g., meeting friends of friends). This combination of meeting processes results in a spectrum of features exhibited by large social networks, including the presence of more high- and low-degree nodes than when links are formed independently at random, having low distances b… Show more

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Cited by 525 publications
(546 citation statements)
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References 46 publications
(50 reference statements)
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“…Nevertheless, social networks exhibit a full spectrum of degree distributions across different applications, ranging from one extreme where the distribution of links is nearly as if they were formed uniformly at random (e.g., matched well by distributions of romances among high school students in the Add-Health data set) and another extreme where there the distribution is nearly scale-free (e.g., the www from Albert, Jeong, and Barabasi (1999) and Huberman and Adamic (1999)). Thus, although many networks have fatter tails than one would see uniformly at random, when statistically fitting degree distributions they can come out somewhere between the extremes of a scale-free and being formed uniformly at random, as discussed by Jackson and Rogers (2007). 19,20 interview process, degree can be underestimated either by some cap imposed by the interview or the memory of the interviewee; while if degree is estimated by some computer program that "crawls" from one web page to another then it can be biased towards finding larger degree nodes.…”
Section: Degree Distributionsmentioning
confidence: 99%
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“…Nevertheless, social networks exhibit a full spectrum of degree distributions across different applications, ranging from one extreme where the distribution of links is nearly as if they were formed uniformly at random (e.g., matched well by distributions of romances among high school students in the Add-Health data set) and another extreme where there the distribution is nearly scale-free (e.g., the www from Albert, Jeong, and Barabasi (1999) and Huberman and Adamic (1999)). Thus, although many networks have fatter tails than one would see uniformly at random, when statistically fitting degree distributions they can come out somewhere between the extremes of a scale-free and being formed uniformly at random, as discussed by Jackson and Rogers (2007). 19,20 interview process, degree can be underestimated either by some cap imposed by the interview or the memory of the interviewee; while if degree is estimated by some computer program that "crawls" from one web page to another then it can be biased towards finding larger degree nodes.…”
Section: Degree Distributionsmentioning
confidence: 99%
“…Clustering can be traced to a variety of sources: it occurs quite naturally if friends meet new friends via their current friends (see Jackson and Rogers 2007). Institutional structures and geography can also affect who meets whom or who might benefit from interacting with whom.…”
Section: Clusteringmentioning
confidence: 99%
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“…• Groups are an important foci for the formation of new social ties between individuals [39]; however, social ties may also form between 'strangers' [20].…”
Section: Non-exclusive Group Model: Assumptionsmentioning
confidence: 99%
“…On the one hand, social proximity might be a relevant dimension in the sense that a consortium is not merely a medium for knowledge production but also a medium for social interaction. Social ties can play a role to convey information on possible consortiums, their compositions; and make it easier to identify cooperation alternatives and get into contact with them as shown theoretically and empirically in other contexts (Jackson and Rogers, 2007;Fafchamps et. al.…”
Section: Hypothesismentioning
confidence: 99%