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<Publisher>
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		<PublisherName>Baywood Publishing Company</PublisherName>
	</PublisherInfo>
	<Journal>
		<JournalInfo JournalType="Journals">
			<JournalPrintISSN>0047-2433</JournalPrintISSN>
			<JournalElectronicISSN>1541-3802</JournalElectronicISSN>
			<JournalTitle>Journal of Environmental Systems</JournalTitle>
			<JournalCode>BWES</JournalCode>
			<JournalID>300323</JournalID>
			<JournalURL>http://baywood.metapress.com/link.asp?target=journal&amp;id=300323</JournalURL>
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		<Volume>
			<VolumeInfo>
				<VolumeNumber>17</VolumeNumber>
			</VolumeInfo>
			<Issue>
				<IssueInfo IssueType="Regular">
					<IssueNumberBegin>4</IssueNumberBegin>
					<IssueNumberEnd>4</IssueNumberEnd>
					<IssueSupplement>0</IssueSupplement>
					<IssuePartStart>0</IssuePartStart>
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					<IssueSequence>000017000419870101</IssueSequence>
					<IssuePublicationDate>
						<CoverDate Year="1987" Month="1" Day="1"/>
						<CoverDisplay>Number 4 / 1987-88</CoverDisplay>
					</IssuePublicationDate>
					<IssueID>KK1J217FW9PN</IssueID>
					<IssueURL>http://baywood.metapress.com/link.asp?target=issue&amp;id=KK1J217FW9PN</IssueURL>
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				<Article ArticleType="Original">
					<ArticleInfo Free="No" ESM="No">
						<ArticleDOI>10.2190/AGKQ-MWLM-1397-BTGG</ArticleDOI>
						<ArticlePII>AGKQMWLM1397BTGG</ArticlePII>
						<ArticleSequenceNumber>4</ArticleSequenceNumber>
						<ArticleTitle Language="En">Stumpage Price Uncertainty and the Optimal Rotation of a Forest: An Application of Sandmo Model</ArticleTitle>
						<ArticleFirstPage>305</ArticleFirstPage>
						<ArticleLastPage>313</ArticleLastPage>
						<ArticleHistory>
							<RegistrationDate>20020509</RegistrationDate>
							<ReceivedDate>20020509</ReceivedDate>
							<Accepted>20020509</Accepted>
							<OnlineDate>20020509</OnlineDate>
						</ArticleHistory>
						<FullTextFileName>AGKQMWLM1397BTGG.pdf</FullTextFileName>
						<FullTextURL>http://baywood.metapress.com/link.asp?target=contribution&amp;id=AGKQMWLM1397BTGG</FullTextURL>
						<Composite>4</Composite>
					</ArticleInfo>
					<ArticleHeader>
						<AuthorGroup>
							<Author AffiliationID="A1">
								<GivenName>Rabindra</GivenName>
								<Initials>N.</Initials>
								<FamilyName>Bhattacharyya</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Author AffiliationID="A1">
								<GivenName>Donald</GivenName>
								<Initials>L.</Initials>
								<FamilyName>Snyder</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Affiliation AFFID="A1">
								<OrgDivision/>
								<OrgName>Department of Economics, Utah State University</OrgName>
								<OrgAddress/>
							</Affiliation>
						</AuthorGroup>
						<Abstract Language="En">The Faustmann model has played a key role in the determination of the optimal forest rotation. Faustmann developed a simple and deterministic competitive economic model, the objective of which was to maximize the present value of perpetual returns to the fixed factor, a unit of timberland [1]. The optimal rotation problem thus viewed is a timber management problem abstracting from any environment of uncertainty. This article considers an alternative model formulation that treats a forest resource operated under conditions of stumpage price uncertainty and forest owners with risk aversion. A modified Faustmann-type rule under conditions of stumpage price uncertainty is developed based on the theory of a competitive firm under price uncertainty developed by Sandmo [2]. The Sandmo model is then used to investigate the effects of an increasing risk on the optimal rotation age.</Abstract>
						<biblist>
							<bib-other>
								<bibtext seqNum="1">M. Faustmann (1849), On the Determination of the Value which Forest Land and Immature Stands Possess for Forestry, in &lt;i&gt;Oxford Institute Paper&lt;/i&gt;, M. Gare (ed.), Oxford University, Commonwealth Forestry Institute, CITY, 1968.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="2">A. Sandmo, On the Theory of Competitive Firm Under Price Uncertainty, &lt;i&gt;American Economic Review, 61&lt;/i&gt;, pp. 65-73, 1971.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="3">J. M. Henderson and R. E. Quandt, &lt;i&gt;Microeconomic Theory: A Mathematical Approach&lt;/i&gt;, McGraw-Hill, New York, NY, pp. 53-54, 1980.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="4">K. J. Arrow, &lt;i&gt;Essay in the Theory of Risk Bearing&lt;/i&gt;, Markham Publishing Co., Chicago, IL, 1971.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="5">J. W. Pratt, Risk Aversion in the Small and in the Large, &lt;i&gt;Econometrica, 32&lt;/i&gt;, pp. 122-136, 1964.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="6">P. Samuelson, Economics of Forestry in an Evolving Society, &lt;i&gt;Economic Inquiry, 14&lt;/i&gt;, pp. 466-492, 1976.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="7">C. J. Norstrom, A Stochastic Model for the Growth Period Decision in Forestry, &lt;i&gt;Swedish Journal of Economics, 77&lt;/i&gt;, pp. 329-337, 1975.</bibtext>
							</bib-other>
							<bib-other>
								<bibtext seqNum="8">Y. Ishii, On the Theory of Competitive Firm Under Price Uncertainty: Note, &lt;i&gt;American Economic Review, 67&lt;/i&gt;, pp. 768-769, 1977.</bibtext>
							</bib-other>
						</biblist>
					</ArticleHeader>
				</Article>
			</Issue>
		</Volume>
	</Journal>
</Publisher>
