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		<PublisherName>Baywood Publishing Company</PublisherName>
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		<JournalInfo JournalType="Journals">
			<JournalPrintISSN>0047-2433</JournalPrintISSN>
			<JournalElectronicISSN>1541-3802</JournalElectronicISSN>
			<JournalTitle>Journal of Environmental Systems</JournalTitle>
			<JournalCode>BWES</JournalCode>
			<JournalID>300323</JournalID>
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			<VolumeInfo>
				<VolumeNumber>28</VolumeNumber>
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			<Issue>
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					<IssueNumberBegin>3</IssueNumberBegin>
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						<CoverDate Year="2001" Month="1" Day="1"/>
						<CoverDisplay>Number 3/2000-2001</CoverDisplay>
					</IssuePublicationDate>
					<IssueID>54AVEDFUG740</IssueID>
					<IssueURL>http://baywood.metapress.com/link.asp?target=issue&amp;id=54AVEDFUG740</IssueURL>
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				<Article ArticleType="Original">
					<ArticleInfo Free="No" ESM="No">
						<ArticleDOI>10.2190/8DWU-P41K-6JJC-ED70</ArticleDOI>
						<ArticlePII>8DWUP41K6JJCED70</ArticlePII>
						<ArticleSequenceNumber>217</ArticleSequenceNumber>
						<ArticleTitle Language="En">A COMPARISON OF COMPUTABLE GENERAL EQUILIBRIUM MODELS FOR ANALYZING CLIMATE CHANGE POLICIES</ArticleTitle>
						<ArticleFirstPage>217</ArticleFirstPage>
						<ArticleLastPage>241</ArticleLastPage>
						<ArticleHistory>
							<RegistrationDate>20021120</RegistrationDate>
							<ReceivedDate>20021120</ReceivedDate>
							<Accepted>20021120</Accepted>
							<OnlineDate>20021120</OnlineDate>
						</ArticleHistory>
						<FullTextFileName>8DWUP41K6JJCED70.pdf</FullTextFileName>
						<FullTextURL>http://baywood.metapress.com/link.asp?target=contribution&amp;id=8DWUP41K6JJCED70</FullTextURL>
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					<ArticleHeader>
						<AuthorGroup>
							<Author AffiliationID="A1">
								<GivenName>HANS</GivenName>
								<Initials/>
								<FamilyName>KREMERS</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Author AffiliationID="A1">
								<GivenName>PETER</GivenName>
								<Initials/>
								<FamilyName>NIJKAMP</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Author AffiliationID="A1">
								<GivenName>SHUNLI</GivenName>
								<Initials/>
								<FamilyName>WANG</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Affiliation AFFID="A1">
								<OrgDivision/>
								<OrgName>Free University, The Netherlands</OrgName>
								<OrgAddress/>
							</Affiliation>
						</AuthorGroup>
						<Abstract Language="En">The current unsustainable trends in greenhouse gas emissions as projected in the Second Assessment Report of the Intergovernmental Panel on Climate Change have raised considerable environmental concern among the developed countries. This concern has led to an agreement among these countries on goals and measures to reduce emissions, currently written down in the Kyoto Protocol. The realization of goals and policies proposed in this protocol will likely have major impacts on the world economy. The estimation of foreseeable effects of such policy strategies has prompted the need for an adequate modeling of this complex constellation. Hence, during the last decade several models have been developed that provide the possibility to give a quantitative assessment of the impact of climate policies on the economy. This article compares a number of important computable general equilibrium models that have been developed for this purpose in recent years. We compare different characteristics of these models, and consider the applicability of these models to particular policy strategies related to the implementation of climate change policies.</Abstract>
						<biblist>
							<bib-other>
								<bibtext seqNum="1">T. Truong, GTAP-E: Incorporating Energy Substitution into GTAP Model, GTAP Technical Paper, Center for Global Trade Analysis, Purdue University, 1999.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="2">J. Vinals, Energy-Capital Substitution, Wage Flexibility and Aggregate Output Supply, European Economic Review, 26:1-2, pp. 229-245, 1984.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="3">J. Shoven and J. Whalley, Applying General Equilibrium, Cambridge Surveys of Economic Literature, Cambridge University Press, Cambridge, 1992.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="4">Intergovernmental Panel on Climate Change, Climate Change: The IPCC Scientific Assessment, Cambridge University Press, Cambridge, 1990.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="5">S. Dessus and M. Bussolo, Is There a Trade-Off between Trade Liberalization and Pollution Abatement? Journal of Policy Modeling, 20:1, pp. 11-31, 1998.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="6">ABARE, The MEGABARE Model: Interim Documentation, ABARE, Canberra, 1996.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="7">OECD, Taking Action against Climate Change: The Kyoto Proposal, Technical Report, OECD, Paris, 1999.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="8">M. Brockmeier, A Graphical Exposition of the GTAP Model, GTAP Technical Paper, Center for Global Trade Analysis, Purdue University, West Lafayette, Indiana, 1996.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="9">V. Ginsburgh and M. Keyzer, The Structure of Applied General Equilibrium Models, MIT Press, Cambridge, Massachusetts, 1997.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="10">CPB, WorldScan, the Core Version, Technical Report, CPB Netherlands Bureau for Economic Policy Analysis, The Hague, 1999.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="11">J. Burmiaux, G. Nicoletti, and J. Oliveira-Martins, GREEN: A Global Model for Quantifying the Cost of Policies to Curb CO Emissions, OECD Economic Studies, 19, OECD, Paris, 1992.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="12">W. Nordhaus, An Optimal Transition Path for Slowing Climate Change, Science 20, pp. 1315-1319, 1992.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="13">H. de Groot, A Note on the Optimal Timing of Abatement Activities: An Application of the Dice-Model to the Debate on &quot;When Flexibility,&quot; Technical Report, CPB, 2000.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="14">Z. X. Zhang, Macroeconomic Effects of CO Emission Limits: A Computable General Equilibrium Analysis for China, Journal of Policy Modeling, 20:2, pp. 213-250, 1998.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="15">A. Mas-Colell, The Theory of General Equilibrium. A Differentiable Approach, Econometric Society Monographs, Cambridge University Press, Cambridge, 1985.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="16">H. Lee, J. Oliveira-Martins, and D. van der Mensbrugghe, The OECD Green Model: An Updated Overview, Technical Paper 97, OECD, Paris, 1994.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="17">K. Arrow and G. Debreu, Existence of an Equilibrium for a Competitive Economy, Econometrica, 22, pp. 256-290, 1954.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="18">W. Nordhaus and Z. Yang, A Regional Dynamic General-Equilibrium Model of Alternative Climate Change Strategies, American Economic Review, 86:4, pp. 741-765, 1996.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="19">D. Jorgenson and P. Wilcoxen, Intertemporal General Equilibrium Modeling of U.S. Environmental Regulation, Journal of Policy Modeling, 12, pp. 715-744, 1990.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="20">H. Gottinger, Greenhouse Gas Economics and Computable General Equilibrium, Journal of Policy Modeling, 20:5, pp. 537-580, 1998.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="21">T. Hertel and M. Tsigas, Structure of GTAP, in Global Trade Analysis: Modeling and Applications, T. Hertel (ed.), Cambridge University Press, Cambridge, Chapter 2, pp. 9-71, 1997.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="22">H. de Groot, Optimal Timing of Reductions of CO Emissions: A Survey of the Debate on &quot;When Flexibility,&quot; Internal Note IV/99/10, CPB, 1999.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="23">R. McDougall, A. Elbehri, and T. Truong, Global Trade Assistance and Protection: The GTAP-4 Data Base, Technical Report, Center for Global Trade Analysis, Purdue University, Lafayette, Indiana, 1998.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="24">P. Armington, A Theory of Demand for Products Distinguished by Place of Production, IMF Staff Papers, 16, pp. 159-178, 1969.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="25">R. Mooij, P. Tang, and R. Nahuis, European Energy Taxes and Border-Tax Adjustments: Simulations with WorldScan, Research Memorandum 9702, OCFEB, Erasmus University, 1999.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="26">A. Manne, R. Mendelsohn, and R. Richels, MERGE. A Model for Evaluating Regional and Global Effects of GHG Reduction Policies, Energy Policy, 23:1, pp. 17-34, 1995.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="27">T. Kehoe and J. Whalley, Uniqueness of Equilibrium in Large Scale Numerical General Equilibrium Models, Journal of Public Economics, 28, pp. 247-254, 1985.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="28">H. E. Scarf (with T. Hansen), The Computation of Economic Equilibria, Yale University Press, New Haven, 1973.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="29">A. Wald, On Some Systems of Equations in Mathematical Economics, Econometrica, 19:4, pp. 368-403, 1951.</bibtext>
							</bib-other>
						</biblist>
					</ArticleHeader>
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