A New Regional Household Demand System for GTAP

Robert McDougall
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引用次数: 102

Abstract

The GTAP model, versions 4.1 and lower, suffers from some defects in the implementation of the regional household demand system. Most seriously, the upper level of the demand system assumes that each regional household faces a fixed price for utility from private consumption. But with a private consumption demand system of the CDE form, the price of utility from private consumption depends on the level of private consumption expenditure. With no fixed price for utility from private consumption, the familiar Cobb-Douglas demand system does not apply. Accordingly, the upper-level demand equations are in error. Furthermore, utility and equivalent variation are wrongly computed in simulations with non-standard settings for the CDE expansion parameters. Even with the standard settings, in multi-step simulations the utility and equivalent variation computations are inexact. The welfare decomposition inherits the defects of the equivalent variation computation. In removing these defects we revise in passing some minor misfeatures of the old treatment: Firstly, we treat the entire final demand system as the demand system of a representative household, rather than a conglomeration of representative and region-wide demand systems (subsection 2.6). Secondly, we provide a new facility for shifting the allocation of regional income exogenously by modifying rather than overriding the final demand system (subsection 2.14). Finally, we eliminate an uninterpretable \nuisance term" from the decomposition of equivalent variation (subsection 4.3).
一种新的区域住户需求系统
GTAP模型4.1及以下版本在区域居民需求系统的实施中存在一些缺陷。最严重的是,需求系统的上层假设每个区域家庭面对私人消费的公用事业的固定价格。但在CDE形式的私人消费需求体系下,私人消费的效用价格取决于私人消费支出的水平。由于私人消费的效用没有固定价格,我们熟悉的柯布-道格拉斯需求体系就不适用了。因此,上层需求方程是错误的。此外,在使用非标准设置的CDE扩展参数的模拟中,错误地计算了效用和等效变化。即使使用标准设置,在多步模拟中,效用和等效变化计算也是不精确的。福利分解继承了等效变分计算的缺陷。在消除这些缺陷的过程中,我们顺便修正了旧方法的一些小错误:首先,我们将整个最终需求系统视为一个具有代表性的家庭的需求系统,而不是具有代表性和区域性的需求系统的集合(第2.6节)。其次,我们通过修改而不是推翻最终需求系统(第2.14节),为区域收入分配的外生性转移提供了一种新的便利。最后,我们从等效变化的分解(第4.3节)中消除了一个不可解释的“讨厌项”。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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