Advanced mathematical economics

Advanced mathematical economics

by Vohra, Rakesh V.

Type Book
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"In this volume, Rakesh V. Vohra sets out the basic concepts of mathematics as they relate to economics. The book divides the mathematical problems that arise in economic theory into three types: feasibility problems, optimality problems and fixed-point problems. Of particular salience to modern economic thought are sections on lattices, supermodularity, matroids and their applications. In a departure from the prevailing fashion, much greater attention is devoted to linear programming and its a…

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Title Statements

  • Full title :Advanced mathematical economics / Rakesh Vohra.

Summary

"In this volume, Rakesh V. Vohra sets out the basic concepts of mathematics as they relate to economics. The book divides the mathematical problems that arise in economic theory into three types: feasibility problems, optimality problems and fixed-point problems. Of particular salience to modern economic thought are sections on lattices, supermodularity, matroids and their applications. In a departure from the prevailing fashion, much greater attention is devoted to linear programming and its applications." "Of interest to advanced students of economics as well as those seeking a greater understanding of the influence of mathematics on 'the dismal science'. Advanced Mathematical Economics follows a long and celebrated tradition of the application of mathematical concepts to the social and physical sciences."--Jacket

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Edition Statements

  • Publication Date:2005.

Publication Statements

  • Publisher(s):Routledge
  • Place of Publication:New York
  • Language:eng
  • Publication Date:2005.

The Physical Object

  • Description:194 pages ; : 24 cm

Edition Identifiers

  • ISBN:0415700086, 9780415700085, 0415700078, 9780415700078
  • oclc:on1058005904
  • LC Classification:HB135
  • Dewey Decimal:330/.01/513

Table of Contents

1. Things to know -- 2. Feasibility -- 3. Convex sets -- 4. Linear programming -- 5. Non-linear programming -- 6. Fixed points -- 7. Lattices and supermodularity -- 8. Matroids.

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