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A commodity price process with a unique continuous invariant distribution having infinite mean

机译:具有唯一的具有无限均值的连续不变分布的商品价格过程

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摘要

In standard competitive models of a storable commodity in the tradition of Gustafson (1958) (for example, Samuelson (1971), Gardner (1979), Newbery and Stiglitz (1981), Wright and Williams (1982, 1984), Scheinkman and Schechtman (1983), Deaton and Laroque (1992)), expected price for the following period exceeds current price by the marginal cost of storage, whenever stocks are positive. The models fit the stylized fact that even after the worst production realization there is always a finite market-clearing price, via the adoption of one of two restrictions: demand is specified so that price at consumption equal to minimum harvest is finite, or the probability of minimum harvest is zero.
机译:在古斯塔夫森(Gustafson(1958))(例如Samuelson(1971),Gardner(1979),Newbery和Stiglitz(1981),Wright和Williams(1982,1984),Scheinkman和Schechtman( Deaton和Laroque(1983年,1983年),Deaton和Laroque(1992年),只要存量为正数,则下一时期的预期价格将超出当前价格的边际存储成本。这些模型符合典型的事实,即即使在最坏的生产实现之后,通过采用以下两个限制之一也总是有一个有限的市场清算价格:指定需求,以便等于最低收获的消费价格是有限的,或者是概率最小收获量为零。

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