Essential mathematics for economic analysis / Knut Sydsæter ; Peter J. Hammond

By:

Sydsæter, Knut

Contributor(s):

Hammond, Peter J

Material type:

TextPublisher: Hoboken , NJ: Pearson, 2021Edition: 6th edDescription: xviii, 952p. : ill. ; 24cmContent type:

text

Media type:

computer

Carrier type:

online resource

ISBN:

9781292359328
9781292359298

Subject(s):

Economics, Mathematical

Additional physical formats: Print version:: Essential mathematics for economic analysisLOC classification:

HB135 .S91

Summary: "The subject matter that modern economics students are expected to master makes significant mathematical demands. This is true even of the less technical "applied" literature that students will be expected to read for courses in fields such as public finance, industrial organization, and labour economics, amongst several others. Indeed, the most relevant literature typically presumes familiarity with several important mathematical tools, especially calculus for functions of one and several variables, as well as a basic understanding of multivariable optimization problems with or without constraints. Linear algebra is also used to some extent in economic theory, and a great deal more in econometrics"-- Provided by publisher.

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Cover image	Item type	Current library	Home library	Collection	Shelving location	Call number	Materials specified	Vol info	URL	Copy number	Status	Notes	Date due	Barcode	Item holds	Item hold queue priority	Course reserves
	Books	Faculty of Education General Stacks				HB135 S91 (Browse shelf(Opens below))					Available			GRAD-032041897

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Previous	HB 135 B41 The Economics of Modern Britain	HB 135 L21 Mathematics for Students of Economics	HB135 P21 Schaum's outline of calculus for business, economics and finance	HB135 S91 Essential mathematics for economic analysis /	HB135. U51 Basic mathematics for economics, business, and finance /	HB137 N11 Statistics for economics /	HB 137 W51 World Development Indicators	Next

Includes bibliographical references and index.

"The subject matter that modern economics students are expected to master makes significant mathematical demands. This is true even of the less technical "applied" literature that students will be expected to read for courses in fields such as public finance, industrial organization, and labour economics, amongst several others. Indeed, the most relevant literature typically presumes familiarity with several important mathematical tools, especially calculus for functions of one and several variables, as well as a basic understanding of multivariable optimization problems with or without constraints. Linear algebra is also used to some extent in economic theory, and a great deal more in econometrics"-- Provided by publisher.

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