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јвтор:  Tijs Stef, Slikker Marco, Dutta P, van_den_Nouweland Anne
Ќазвание:  Potential maximizers and network formation
—татус:  опубликовано
√од:  2000
“ип публикации:  стать€
Ќазвание журнала или конференции:  Mathematical Social Sciences
Ќомер (том) журнала:  1
“ом:  39
ѕолна€ библиографическа€ ссылка:  M. Slikker, B. Dutta, A. van den Nouweland, S. Tijs. Potential maximizers and network formation. // Mathematical Social Sciences. V. 39. No 1. 2000. pp. 55-70
јннотаци€:  In this paper we study the formation of cooperation structures in superadditive cooperative TU-games. Cooperation structures are represented by hypergraphs. The formation process is modelled as a game in strategic form, where the payoffs are determined according to a weighted (extended) Myerson value. This class of solution concepts is the unique class resulting in weighted potential games. The argmax set of the weighted potential predicts the formation of the complete structure and structures payoff-equivalent to the complete structure. As by-products we obtain a representation theorem of weighted potential games in terms of weighted Shapley values and a characterization of the weighted (extended) Myerson values.
ћетод моделировани€:   ооперативные игры / —етевые игры
ѕредметные области и задачи управлени€:  ѕрин€тие решений

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