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Titlebook: Advances in Mathematical Economics; Shigeo Kusuoka (Professor),Toru Maruyama (Professo Book 2000 Springer Japan 2000 agents.economics.effi

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Shigeo Kusuoka (Professor),Toru Maruyama (Professo
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1866-2226 central focus of economic research. While the bulk of the literature addresses these is­ sues within the framework of principal-agent relationship, which essentially reduces the problem to the sole principal‘s (the sole Stackelberg leader‘s) optimization problem subject to the agents‘ (the Stackelbe
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https://doi.org/10.1007/978-3-663-09494-4and any two infinite rapid paths converge to each other as the time parameter goes to infinity. The study is motivated by problems related to stochastic analogues of the von Neumann-Gale model of economic growth.
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Der Sequenzraum: Codes und Kugelpackungentime will be introduced into action with a certain initial reserve of the new funds. In this paper we introduce a generalization of this model which takes into account expenditures required for reallocation of labour resources. For this generalization we analyse allocations of labour resources on model trajectories.
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https://doi.org/10.1007/978-3-663-09494-4us is on “rapid” paths, growing in a certain sense faster than others. Their qualitative behavior over long or infinite time intervals is examined. The main results — turnpike theorems — state, in particular, that any two sufficiently long finite rapid paths are close to each other most of the time
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https://doi.org/10.1007/978-3-642-58973-7ausdorff topological vector space to itself. Some basic fixed point theorems, such as Kakutani’s and Browder’s, are generalized so that we could apply them to game theoretic and economic equilibrium existence problems with non-ordered preferences having neither global continuity nor convexity condit
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