2005
DOI: 10.2139/ssrn.716522
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Networks of Relations and Social Capital

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Cited by 18 publications
(24 citation statements)
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“…Strategy profile 1 is an equilibrium as long the sum of the net gains of each player's for all his relations is positive. This implies the following result shown in LS [19]: For an environment with perfect transmission of information on the history of any player in the network, if each of the bilateral relations is such that due to an asymmetry in the payoffs, one player has a positive net gain from cooperation and the other has a negative one, then, absent transfers, 1. cooperation in non-circular networks, i.e. in lines, stars, or other forms of trees, is not sustainable because of an "end-network effect" analogous to "end game effects" in finally repeated games;…”
Section: Pooling Asymmetries In the Theory Of Relational Networkmentioning
confidence: 88%
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“…Strategy profile 1 is an equilibrium as long the sum of the net gains of each player's for all his relations is positive. This implies the following result shown in LS [19]: For an environment with perfect transmission of information on the history of any player in the network, if each of the bilateral relations is such that due to an asymmetry in the payoffs, one player has a positive net gain from cooperation and the other has a negative one, then, absent transfers, 1. cooperation in non-circular networks, i.e. in lines, stars, or other forms of trees, is not sustainable because of an "end-network effect" analogous to "end game effects" in finally repeated games;…”
Section: Pooling Asymmetries In the Theory Of Relational Networkmentioning
confidence: 88%
“…LS [19] show that if players repeatedly interact in bilateral prisoners' dilemmas with asymmetric gains from cooperation, they may cooperate for a larger range of discount factors, if they are able to pool payoff asymmetries in a multilateral punishment mechanism. Consider figure 5, which represents the normal form of a generic prisoners' dilemma, in which c i stands for the cooperation payoff, d i for the payoff if both d efect, b i stands for the payoff player i gets if he betrays while the other player cooperates, and l i stands for the l oss payoff if player i is betrayed while cooperating.…”
Section: Pooling Asymmetries In the Theory Of Relational Networkmentioning
confidence: 99%
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“…Jackson and Rogers (2004) analyze a dynamic model of network formation with costly search which explains when networks with low inter-vertex distances and a high degree of clustering ("small-world networks") and those with power-law degree distributions are likely to form. Lippert and Spagnolo (2004) analyze the structure of networks of inter-agent relations, which could form the basis for an underlying social network.…”
Section: Introductionmentioning
confidence: 99%