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An impossibility theorem concerning multilateral international comparison of volumes

机译:关于多边国际体积比较的不可能定理

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Comparing wealth of nations-or across years-is something an economist naturally wants to do. The classic problem we then face, and which the standard GDP ignores, is that prices are not necessarily the same in different countries. Trying to correct for this, quite a few methods of comparison have been designed, but index theorists have always been aware that all of them have their drawbacks, which for instance is reflected in overviews of Balk (1996) and Hill (1997). As long as we only want to compare two countries we do have fairly acceptable index numbers, but all known multilateral indices suffer from unwanted peculiarities. A natural question is then whether we can expect a perfect method ever to be discovered. The statement of this paper is that this infallible method does not exist and that the apples and oranges character of multilateral comparison is more fundamental.
机译:比较各国的财富(或跨年度)是经济学家自然想要做的事情。然后,我们面临的经典问题(标准GDP忽略了这一问题)是,不同国家的价格不一定相同。为了纠正这一点,已经设计了许多比较方法,但是索引理论家一直都意识到它们都有缺点,例如,可以在Balk(1996)和Hill(1997)的概述中得到反映。只要我们只想比较两个国家,我们的确有相当可接受的指数值,但是所有已知的多边指数都有不希望有的特点。一个自然的问题是,我们是否可以期望找到一种完美的方法。本文的陈述是,这种可靠的方法不存在,多边比较的苹果和橘子特性更为根本。

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