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Last modified
7/14/2009 5:02:35 PM
Creation date
5/17/2009 11:15:01 PM
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UCREFRP
UCREFRP Catalog Number
9391
Author
Watts, G., W. R. Noonan, H. R. Maddux and D. S. Brookshire.
Title
The Endangered Species Act and Critical Habitat Designation
USFW Year
1997.
USFW - Doc Type
An Integrated Biological and Economic Approach.
Copyright Material
NO
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<br />made up through the capital account as funds flow into the region or out of the region to balance <br />the goods and services account. <br /> <br />Several conditions must be met for an economy to be in equilibrium and are specified in the <br />model closure conditions. Supply must equal demand in all markets (goods and factors), the <br />external sector account must be in equilibrium (imports equal exports plus/minus capital account <br />flows), and savings must equal investment. By Walras's Law one of these conditions is <br />redundant. The current model omits the savings-equal-investment condition as the redundant <br />closure condition. The government sector is pennitted to run a debt financed through <br />borrowing. Additionally, the model also specifies some conditions as fixed in order to close the <br />model. Capital is fixed by sector thus the model solves for labor movements in response to <br />exogenous shocks. Labor is freely mobile across sectors, and the labor market clears when <br />aggregate demand equals aggregate supply. These relationships assume that the direct impacts <br />being evaluated are not large. <br /> <br />The CGE model allows the analysis ofthe national economic efficiency effects of the actions <br />taken under listing and the designated critical habitat. A measure of the change in producer <br />surplus is computed directly in the CGE model as the change in rents earned in the producing <br />sectors. Since capital is fixed in the short run, these rents represent producer surplus. Household <br />consumption is computed as: <br /> <br />c = (wC)/P <br />, I I <br /> <br />where Wi denotes the share spent on good I and C is total consumption, it is possible to construct <br />cost-of-living indices that are first-order approximations of consumer surplus changes. 12 <br /> <br />Two indices are commonly constructed for this purpose, the Laspeyres and the Paasche <br />quantity indices. These are defined, respectively, as follows: <br /> <br />(1992). <br /> <br />12 The following is adapted from Boadway and Bruce (1984,212-213) and is also discussed in Varian <br /> <br />20 <br />
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