Values of games with denumerably many players

Author:

Artstein Zvi

Publisher

Springer Science and Business Media LLC

Subject

Statistics, Probability and Uncertainty,Economics and Econometrics,Social Sciences (miscellaneous),Mathematics (miscellaneous),Statistics and Probability

Reference8 articles.

1. Aumann, R. J. and L. S.Shapley: Values of Non-Atomic Games I: The Axiomatic Approach. Jerusalem RM 42 Dec. 1968; also The RAND Corporation RM-5468-PR, Nov. 1968.

2. -: Values of Non-Atomic Games II: The Random Order Approach. The RAND Corporation RM-5842-PR, July 1969.

3. -: Values of Non-Atomic Games III: Values and Derivatives. Jerusalem RM 49, Oct. 1969.

4. -: Values of Non-Atomic Games IV: The Value and the Core. Jerusalem RM 51, Nov. 1969.

5. Kannai, Y.: Values of Games with a Continuum of Players. Israel Jour. Math.4, 1966, 54–58.

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1. Convex games with an infinite number of players and sequencing situations;Journal of Mathematical Analysis and Applications;2010-02

2. The interval Shapley value: an axiomatization;Central European Journal of Operations Research;2009-06-27

3. Asymptotic Values of Vector Measure Games;Mathematics of Operations Research;2004-11

4. Chapter 56 Values of games with infinitely many players;Handbook of Game Theory with Economic Applications;2002

5. Game Theory 1950–2000;Development of Mathematics, 1950–2000;2000

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