Results 121 to 130 of about 42,097 (169)

Cooperative strong equilibrium in vehicle routing game

Automation and Remote Control, 2016
Summary: In the paper game-theoretic approach is considered for the vehicle routing problem with many distributors. Any customer is characterized by demand and wholesale price. Under this scenario some customers could be unvisited by a distributor. Such a statement is called vehicle routing game, VRG, in coordinated strategies.
Zenkevich, Nikolaĭ A., Zyatchin, Andreĭ V.   +1 more
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Cooperative oligopoly equilibrium

European Economic Review, 1985
Abstract Oligopoly cooperation is investigated in an industry with N firms: each firm selects its own output. We show that such oligopoly problems have the same structure as problems of allocating public goods since each firm views its own output as a private good while viewing the outputs of others as public bads.
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A Non-cooperative Equilibrium for Supergames

The Review of Economic Studies, 1971
Presents a non-cooperative equilibrium concept, applicable to supergames, which fits John Nash's non-cooperative equilibrium and also has some features resembling the Nash cooperative solution. Description of an ordinary game; Definition and discussion of a non-cooperative equilibrium for supergames; Description of supergame and supergame strategies ...
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Information credibility equilibrium of cooperative networks

2016 IEEE Wireless Communications and Networking Conference, 2016
In a cooperative network the user equipment (UE) share information with each other for cooperatively achieving a common goal. While owing to the concerns of privacy or cost, UEs may be reluctant to share genuine information, which raises the information credibility problem addressed.
Chunxiao Jiang, Zhu Han, Yong Ren, Lajos Hanzo   +3 more
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Cooperative Equilibrium and Economic Policy

1976
It would be possible to set up a unified economic welfare function for the cooperative farm as an organizational unit. The large collective enterprise would be depicted as allocating its profits among investments, members’ shares (dividends), cooperative welfare funds, cooperative public goods, and provisions to homeplot farming.1 At the same time each
Ferenc Fekete, Earl O. Heady, Bob R. Holdren   +2 more
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Non-Cooperative Games (Equilibrium Existence)

2010
Nash equilibrium is the central notion of rational behaviour in non-cooperative game theory (see Osborne and Rubinstein, 1994, for a discussion of Nash equilibrium, including motivation and interpretation). Our purpose here is to discuss various conditions under which a strategic form game possesses at least one Nash equilibrium.
Steven N. Durlauf, Lawrence E. Blume
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Egalitarianism and equilibrium output in producer cooperatives

Economics Letters, 1987
Abstract This paper analyzes the effect of a number of institutional arrangements in a centrally-planned economy on the voluntary determination of work effort in a producer cooperative. The different arrangements are compared in terms of (i) degree of egalitarianism associated with the implementation of maximal output, (ii) level of equilibrium ...
Shmuel Nitzan, Adi Schnytzer
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Equilibrium Cooperation in Three-Person, Choice-of-Partner Games

Games and Economic Behavior, 1994
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Davis, Douglas D., Holt, Charles A.
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A Non-cooperative Equilibrium for Supergames: A Correction

The Review of Economic Studies, 1973
The purpose of this note is to correct an error in my paper [1]. Under the assumptions of the paper, Proposition 3 is not, in general, true. The point at which the proof goes awry is in the use of the mapping Ω. Ω is treated in the paper as if it were a function (i.e.
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Cooperativity in self-limiting equilibrium self-associating systems

The Journal of Chemical Physics, 2012
A wide variety of highly cooperative self-assembly processes in biological and synthetic systems involve the assembly of a large number (m) of units into clusters, with m narrowly peaked about a large size m0 ≫ 1 and with a second peak centered about the m = 1 unassembled monomers.
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