2006
DOI: 10.1016/j.geb.2005.02.003
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Network formation with heterogeneous players

Abstract: } Mxumhq Ndpskruvw { Pd| 5336Devwudfw Wklv sdshu vwxglhv d frqqhfwlrqv prgho ri qhwzrun irupdwlrq lq zklfk sod|huv duh khwhurjhqhrxv zlwk uhvshfw wr ydoxhv dv zhoo dv wkh frvwv ri iruplqj olqnv1 Zh vwduw e| vkrzlqj wkdw ydoxh khwhurjhqhlw| lv lpsruwdqw lq ghwhuplqlqj wkh ohyho ri frqqhfwhgqhvv ri d qhwzrun/ zkloh frvw khwhurjhqhlw| lv lpsruwdqw lq vkdslqj erwk wkh ohyho ri frqqhfwhgqhvv dv zhoo dv wkh dufklwhfwxuh ri lqglylgxdo frpsrqhqwv lq d qhwzrun1Zh wkhq h{soruh wkh uroh ri frvw khwhurjhqhlw| lq d vrflhw|… Show more

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Cited by 223 publications
(131 citation statements)
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“…(v) The random graph topology results from randomly assigning links to various nodes (agents). Figures 2f) and 2g) illustrate two random graphs which have been generated by assuming that every possible link occurs independently with (uniform) wiring probability wp = 0,10 and wp = 0,50, respectively 6 .…”
Section: Description Of Alternative Topologiesmentioning
confidence: 99%
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“…(v) The random graph topology results from randomly assigning links to various nodes (agents). Figures 2f) and 2g) illustrate two random graphs which have been generated by assuming that every possible link occurs independently with (uniform) wiring probability wp = 0,10 and wp = 0,50, respectively 6 .…”
Section: Description Of Alternative Topologiesmentioning
confidence: 99%
“…The interaction dynamics depends on the topology of communication between agents, as the degree of connectedness and position (or centrality) of each (type of) agent in the network can decisively affect final outcomes, in terms of efficiency, equilibrium and other network properties [6][7][8][9][10]. Specifically, agents change/update their own opinion about a subject (e.g., an economic perception about an investment decision or a political view), in accordance with some type of learning process, which will lead to the formation of a belief on that subject and affect their final decision.…”
Section: Introductionmentioning
confidence: 99%
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“…The model permits two-way flow of information. We draw and expand on previous work by Bala and Goyal (2000a, b), Galeotti, Goyal, and Kamphorst (2004), and Haller and Sarangi (2004). We provide examples of non-existence and present instances of existence of Nash networks.…”
mentioning
confidence: 92%
“…The two-way flow model is first presented in Bala and Goyal (2000) and is extended in Galeotti et al (2006), Hojman andSzeidl (2004), andMac Bride (2006). In this model, the cost of link formation is onesided (while paying for forming a link, the agents do not need the agreement of the partner), whereas the positive spillovers induced by the formation of a link are two-sided.…”
Section: Introductionmentioning
confidence: 99%