Essential Mathematics for Economic Analysis - Softcover

Sydsaeter, Knut; Hammond, Peter

Softcover

ISBN 10: 0273655434 ISBN 13: 9780273655435

Publisher: Pearson College Div, 2002

Synopsis

For undergraduate and postgraduate courses in math's for economics and math's for econometrics at level 1 and 2 in Economics Departments, also suitable for general math's courses on Social Science degrees.The first volume of this two volume series presents an introduction to mathematical analysis through comprehensive and rigorous topics ranging from elementary algebra to advanced topics, whilst focusing on the core topics of mathematics for economists. The major strength of this text is its mathematical reliability, and in-keeping the growing demand this text includes more elementary material, whilst more advanced topics will publish in Volume II. Through the incorporation of a wealth of problem and answer material and clear arguments and explanations of mathematical.

About this title

From the Back Cover

Knut Sydsæter/Peter Hammond

Essential Mathematics for Economic Analysis

Essential Mathematics for Economic Analysisprovides an invaluable introduction to mathematical analysis for economists and students from other social science backgrounds taking a general course in mathematics. The coverage is comprehensive, ranging from elementary algebra to more advanced material, whilst focusing on all the core topics usually taught in undergraduate courses on mathematics for economists. FEATURES

• An intelligent approach to teaching mathematics, based on years of experience.
• The book has mathematical rigour and a strong focus on mathematical reasoning.
• Large selection of worked examples throughout the book. These are not just specific to economics, as most topics are first dealt with from a purely mathematical point of view before providing economic insight.
• Large number of problems for students to solve. Answers to odd-numbered questions included in the back of the book.

The book is primarily intended for undergraduate courses in Mathematics for Economists at first and second year level. Students are expected to have completed A-Level mathematics, or at least a preliminary course. However, there is considerable coverage of basic material in early revision or 'catch-up' chapters. The book is also appropriate for students of other social sciences who are taking a general mathematics course.  Knut Sydsæterhas been a Professor of Mathematics in the Economics Department at the University of Oslo since 1985, and has extensive experience in teaching mathematics for economists. In addition to his teaching at Oslo University (since 1965), he has given graduate courses in dynamic optimization at Yale, Berkeley, and Gothenborg. He has written and co-authored a number of books, of which several have been translated into many languages. Peter Hammondhas been a Professor of Economics at Stanford University since 1979, and earlier had the same position at the University of Essex. He completed a BA in Mathematics and a PhD in Economics at Cambridge University. He has been an editor of the Review of Economic Studies, and of the Econometric Society Monograph Series, and is currently on the editorial boards of Social Choice and Welfare and of the Journal of Public Economic Theory.

About the Author

PREFACE 1. INTRODUCTORY TOPICS I: ALGEBRA2. INTRODUCTORY TOPICS II: EQUATIONS3. INTRODUCTORY TOPICS III: MISCELLANEOUS4. FUNCTIONS OF ONE VARIABLE5. PROPERTIES OF FUNCTIONS6. DIFFERENTIATION7. DERIVATIVES IN USE8. SINGLE-VARIABLE OPTIMIZATION9. INTEGRATION10. INTEREST RATES AND PRESENT VALUES11. FUNCTIONS OF MANY VARIABLES12. TOOLS FOR COMPARATIVE STATICS13. MULTIVARIABLE OPTIMIZATION14. CONSTRAINED OPTIMIZATION15. MATRIX AND VECTOR ALGEBRA16. DETERMINANTS AND INVERSE MATRICES17. LINEAR PROGRAMMING APPENDIX: GEOMETRYTHE GREEK ALPHABETANSWERS ODD-NUMBERED PROBLEMSINDEX

Edition details

• Publisher: Pearson College Div
• Publication date: 2002
• ISBN 10: 0273655434
• ISBN 13: 9780273655435
• Binding: Paperback
• Language: English
• Edition number: 1
• Number of pages: 696