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The strong sequential core for two-period economies

机译:两周期经济的强劲顺序核心

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The strong sequential core for two-stage economies with a possibly incomplete set of assets in period zero and trade in commodities in period one consists of those goods allocations that are in the classical core and moreover, after realization of the state of nature, in the core of the economy where executed asset contracts serve as initial endowments. The strong sequential core coincides with the classical core when all possible state-contingent contracts may serve as an asset. For finance economies it is shown that the strong sequential core is generically empty when there is an incomplete set of assets. Outside the setting of finance economies, we show that the strong sequential core can be empty even if there is a complete set of assets. if the set of constrained feasible allocations resulting from trading in assets, is enlarged to include also allocations outside the agents' consumption sets, then a complete set of assets is sufficient for the equivalence of the resulting semi-strong sequential core and the classical core.
机译:对于两阶段经济体来说,强大的序贯核心在零时期可能具有不完整的资产集合,而在第一时期则具有商品贸易,其构成要素是那些经典的核心要素,并且在实现自然状态后,已执行资产合同作为初始asset赋的经济核心。当所有可能的国家或有合同都可以用作资产时,强顺序核心与经典核心重合。对于金融经济体来说,表明当资产不完整时,强序核心通常是空的。在金融经济环境之外,我们证明,即使有完整的资产集,强大的顺序核心也可能是空的。如果将资产交易产生的有约束力的可行分配集扩大到包括代理商的消费集以外的分配,那么一套完整的资产足以使产生的半强序核心和经典核心相等。

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