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		<PublisherName>Baywood Publishing Company</PublisherName>
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	<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>9</VolumeNumber>
			</VolumeInfo>
			<Issue>
				<IssueInfo IssueType="Regular">
					<IssueNumberBegin>2</IssueNumberBegin>
					<IssueNumberEnd>2</IssueNumberEnd>
					<IssueSupplement>0</IssueSupplement>
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					<IssueSequence>000009000219790101</IssueSequence>
					<IssuePublicationDate>
						<CoverDate Year="1979" Month="1" Day="1"/>
						<CoverDisplay>Number 2 / 1979-80</CoverDisplay>
					</IssuePublicationDate>
					<IssueID>QRGL5L96417V</IssueID>
					<IssueURL>http://baywood.metapress.com/link.asp?target=issue&amp;id=QRGL5L96417V</IssueURL>
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				<Article ArticleType="Original">
					<ArticleInfo Free="No" ESM="No">
						<ArticleDOI>10.2190/2QGX-QVQF-U7CH-EE80</ArticleDOI>
						<ArticlePII>2QGXQVQFU7CHEE80</ArticlePII>
						<ArticleSequenceNumber>1</ArticleSequenceNumber>
						<ArticleTitle Language="En">Mathematical Modeling of Pesticides in the Environment: Current and Future Developments</ArticleTitle>
						<ArticleFirstPage>99</ArticleFirstPage>
						<ArticleLastPage>108</ArticleLastPage>
						<ArticleHistory>
							<RegistrationDate>20020509</RegistrationDate>
							<ReceivedDate>20020509</ReceivedDate>
							<Accepted>20020509</Accepted>
							<OnlineDate>20020509</OnlineDate>
						</ArticleHistory>
						<FullTextFileName>2QGXQVQFU7CHEE80.pdf</FullTextFileName>
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					<ArticleHeader>
						<AuthorGroup>
							<Author AffiliationID="A1">
								<GivenName>James</GivenName>
								<Initials/>
								<FamilyName>Hill</FamilyName>
								<Degrees/>
								<Roles/>
							</Author>
							<Affiliation AFFID="A1">
								<OrgDivision/>
								<OrgName>Environmental Research Laboratory, U. S. Environmental Protection Agency, Athens, Georgia</OrgName>
								<OrgAddress/>
							</Affiliation>
						</AuthorGroup>
						<Abstract Language="En">Transport models, total ecosystem models with aggregated linear approximations, evaluative models, hierarchical models, and influence analysis methods are mathematical techniques that are particularly applicable to the problems encountered when characterizing pesticide chemicals in the environment. Because complete chemical, physical, and biological characterization is not available for most pesticides, research needs to be directed toward developing models for use in estimating whole system behavior based upon data representing a limited set of components and interactions.</Abstract>
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						</biblist>
					</ArticleHeader>
				</Article>
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		</Volume>
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