Asymptotic measure-based values of nonatomic games

D Monderer - Mathematics of operations research, 1989 - pubsonline.informs.org
Let v= min (μ1, μ2,…, μ n), where μ1, μ2,…, μ n are mutually singular nonatomic probability
measures, ie, v is the market game derived from an n-glove nonatomic market with
transferable utility. We describe the set of all μ-asymptotic values of v, where μ ranges over
all non-atomic probability measures for which μ i is absolutely continuous with respect to μ
and d μ/d μ∈ L 2 (μ) for all 1≤ i≤ n. This set is proved to be convex and relatively open.

[CITATION][C] Asymptotic measure-based values of nonatomic games

D Monderer - 1985 - ideas.repec.org
Asymptotic measure-based values of nonatomic gamesAsymptotic measure-based
values of nonatomic gamesAsymptotic measure-based values of nonatomic games,"
LIDAM Discussion Papers CORE 1985010, Université catholique de Louvain, Center for
Operations Research and Econometrics (CORE). …
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