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Añadir al carritoHardcover. Condición: Fine. 1st Edition. B00K: Fine/, $171.98 3540314059 RUSSIAN CONTRIBUTIONS to GAME THEORY and EQUILIBRIUM THEORY; TDL C 39; Author Signed Inscription * DRIESSEN, Theo S. H.; van der LAAN, Gerard; VASIL`EV, Valeri A.; YANOVSKAYA, Elena B. Springer Various Locations * * * * * 2006 1sT Edition, 1sT Printing H/c Glossy White Spine With Title In Black Letters, Hard Cover B00K: Fine/, Condition, Slight Shelf, Edge And Corner Wear. 252 Numbered Pages Printed On 0ff~White Paper, Which Are Clean And Tight To The Spine In Fine/ Condition. Page 115 Has A Paper Clip On Top, Left In Place, And Two *`s. Gift Inscription, Author Signed By E. YANOVSKAYA, To Prof. L. Shapley, July 16, 2000. 3 Corners Are Square And Sharp. D/j: None. = Description Applies To This B00K, Only. = This Author Signed Book Has A Special Significance, Is Hard To Find, Will Be Packaged And Shipped = Carefully, To Avoid Shipping Damage And Will Make It, An Excellent Addition To Your Own Personal Library Collection, Or As A Gift, For The Discriminating Reader / Collector. = No Odors, No Writing, No Names, No Rippling, Not Stuck Together, No Book Plate, Not X~Library, No Remainder Or Other Marks. This Item Will Be Sent Wrapped In Plastic, Taped Shut And In A = Corrugated Mailing B0X ~ = To Prevent Shipping Damage So That It Will Arrive In The Description Described. Description Applies To This B00K, Only. = WORLD WIDE SHIPPING, AVAILABLE. =*=* California State Law Now Requires The Following Notice Be Given: *=*=* Seller Did Not Personally Know This Person Or Persons, And Did Not See And Was Not Present When This Item Was Signed. No Certificate Of Authenticity Is Implied Or Included In This Sale/Purchase Price. If You Would Like A Certificate Of Authenticity, You Can Obtain One At Your Own Convenience And Expense, Which Is Not Included In The Purchase Price Of This Item. =*=*. Inscribed by Author(s).
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Añadir al carritoTaschenbuch. Condición: Neu. Russian Contributions to Game Theory and Equilibrium Theory | Theo S. H. Driessen (u. a.) | Taschenbuch | Theory and Decision Library C | x | Englisch | 2010 | Springer | EAN 9783642068478 | Verantwortliche Person für die EU: Springer Verlag GmbH, Tiergartenstr. 17, 69121 Heidelberg, juergen[dot]hartmann[at]springer[dot]com | Anbieter: preigu.
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Añadir al carritoTaschenbuch. Condición: Neu. Druck auf Anfrage Neuware - Printed after ordering - V.A. Vasil'ev and E.B. Yanovskaya 1 Game theory in the USSR before 1990 In this introductory chapter rst a short historical information about the development of game theory in the USSR before the 1990s is given. It should help to understand the choice of the papers in this volume. The development of game theory in the USSR began in the early sixties. N.N.Vorob'ev (1925- 1995) was the author of the rst papers about game theory in Russian; he was also the leader of a group of PhD students and young researchers at Leningrad who studied this new eldinmathematics. The early papers by Vorob'ev on enumerating equilibrium points in - matrix games ([74]), coalitional games where a player may belong to di erent coalitions ([77] and [78]) and equivalence of di erent types of strategies in games in extensive form ([75] and [76]), were published in Soviet journals having English translations, and so they became known in the West. Later on, game theory in the USSR exhibited signi cant progress, which deserved world-wide attention. However, many game-theoretic papers were published in Soviet journals and edited volumes which have never been translated into English. In the 1960s, the theory of zero-sum games was popular in the USSR.
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Añadir al carritoTaschenbuch. Condición: Neu. Druck auf Anfrage Neuware - Printed after ordering - The study of the theory of games was started in Von Neumann (1928), but the development of the theory of games was accelerated after the publication of the classical book 'Theory of games and economic behavior' by Von Neumann and Morgenstern (1944). As an initial step, the theory of games aims to put situations of conflict and cooperation into mathematical models. In the second and final step, the resulting models are analysed on the basis of equitable and mathematical reasonings. The conflict and/or cooperative situation in question is generally due to the interaction between two or more individuals (players). Their interaction may lead up to several potential payoffs over which each player has his own preferences. Any player attempts to achieve his largest possible payoff, but the other players may also exert their influence on the realization of some potential payoff. As already mentioned, the theory of games consists of two parts, a modelling part and a solution part. Concerning the modelling part, the mathematical models of conflict and cooperative situations are described. The description of the models includes the rules, the strategy space of any player, potential payoffs to the players, the preferences of each player over the set of all potential payoffs, etc. According to the rules, it is either permitted or forbidden that the players communicate with one another in order to make binding agreements regarding their mutual actions.
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ISBN 10: 9027727295 ISBN 13: 9789027727299
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Añadir al carritoBuch. Condición: Neu. Druck auf Anfrage Neuware - Printed after ordering - The study of the theory of games was started in Von Neumann (1928), but the development of the theory of games was accelerated after the publication of the classical book 'Theory of games and economic behavior' by Von Neumann and Morgenstern (1944). As an initial step, the theory of games aims to put situations of conflict and cooperation into mathematical models. In the second and final step, the resulting models are analysed on the basis of equitable and mathematical reasonings. The conflict and/or cooperative situation in question is generally due to the interaction between two or more individuals (players). Their interaction may lead up to several potential payoffs over which each player has his own preferences. Any player attempts to achieve his largest possible payoff, but the other players may also exert their influence on the realization of some potential payoff. As already mentioned, the theory of games consists of two parts, a modelling part and a solution part. Concerning the modelling part, the mathematical models of conflict and cooperative situations are described. The description of the models includes the rules, the strategy space of any player, potential payoffs to the players, the preferences of each player over the set of all potential payoffs, etc. According to the rules, it is either permitted or forbidden that the players communicate with one another in order to make binding agreements regarding their mutual actions.
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