Jan 9, 2012 · Oper. Res.34(4) 971–980] on the number of α-pivotal agents, derived by a combinatorial approach, can be obtained by decomposition of variance, ...
argument as used in Appendix 1 of Mailath and Postlewaite [Mailath, G. J., A. Postlewaite. 1990. Asymmetric information bargaining problems with many agents ...
Res. 34(4) 971-980] on the number of α-pivotal agents, derived by a combinatorial approach, can be obtained by decomposition of variance, i.e., an orthogonality ...
A note on the number of α-pivotal players - ZHAW digitalcollection
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Publication type: Article in scientific journal ; Type of review: Peer review (publication) ; Title: A note on the number of α-pivotal players ; Authors: Becker, ...
Feb 10, 2011 · The purpose of the present note is to show that similar upper bounds for the number of α-pivotal or (p, α)-pivotal players can be reached in a ...
A player is α-pivotal if his influence exceeds a threshold α. We provide tight bounds on the number of pivotal players and on average influence.
Feb 14, 2011 · Abstract. We show that bounds like those of Al-Najjar and Smorodinsky (J. Econ. Theory, 2000) as well as of Gradwohl et al. (Math. Oper.
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A player is α-pivotal if his influence exceeds a threshold α. We provide tight bounds on the number of pivotal players and on average influence. These bounds ...
Answer by using (4.2.7) to construct a 95% approximate confidence interval for p, the proportion of left-handed baseball players. Solution 4.2.6 ...
Bounds on the number of pivotal players. The following theorem bounds the number of pi players. Theorem 2.1. Let η e N, let S be a finite set, and let f: Sn ...