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Titlebook: Advances in Mathematical Economics; Shigeo Kusuoka (Professor),Toru Maruyama (Professo Book 1999 Springer Japan 1999 Power.calculus.dynami

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U. Ascher,J. Christiansen,R. D. Russellrelated to a result of Nishimura and Yano (1995), which establishes the possibility of chaotic optimal accumulation in a two-sector model of optimal capital accumulation. This study intends to survey those results and explain the basic relationship between them.
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,Les codes convolutifs et leur décodage,Young measures theory is applied to the understanding of weak convergence without strong convergence in .. spaces. The two-scale Young measures permit also to analyse, when it happens, a “modulated periodical” behavior and, in the general case, to get a kind of orthogonal decomposition. Some new examples are discussed.
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Shigeo Kusuoka (Professor),Toru Maruyama (ProfessoIt is planned to publish this series once a year under the auspices of the Reserch Center of Mathematical Economics (Tokyo).It is designed to bring together those mathematicians who are seriously inte
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Advances in Mathematical Economicshttp://image.papertrans.cn/a/image/148794.jpg
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,Les codes convolutifs et leur décodage,um is unique, stable in any tatônnement process, and that the weak axiom of revealed preferences is satisfied in the aggregate. For this result, heterogeneity is required to be highest among people who have the largest risk aversion.
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,Les codes convolutifs et leur décodage,tionally weak compactness in ..(.). New results involving subsets in ..(.) which are closed in measure are obtained and also the characterizations of the Banach space . in terms of these modes of convergence.
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P. E. Gosling,Q. L. M. LaarhovenWe show that the monetary economy can be transformed into a standard Arrow-Debreu economy, and these two economies have the same equilibrium allocations. Applying the theorem on the finiteness of equilibria by Debreu [3], we prove that the set of monetary equilibria is locally unique, generically for every level of money supply.
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,Les codes convolutifs et leur décodage,. We formulate a model of product differentiation and state and discuss, within the theory of supermodular games, conditions ensuring that all firms raise their prices in a Nash equilibrium if product differentiation increases.
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