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| Fundamental Methods of Mathematical Economics | 
enlarge | Authors: Alpha C Chiang, Kevin Wainwright Publisher: McGraw-Hill Higher Education Category: Book
List Price: £44.99 Buy New: £9.99 You Save: £35.00 (78%)
New (28) from £9.99
Avg. Customer Rating: 3 reviews Sales Rank: 4821
Media: Paperback Edition: 4 Pages: 668 Shipping Weight (lbs): 2.3 Dimensions (in): 9.1 x 7.5 x 1.2
ISBN: 0071238239 Dewey Decimal Number: 330 EAN: 9780071238236 ASIN: 0071238239
Publication Date: June 1, 2005 Availability: Usually dispatched within 1-2 business days Condition: Fast, Safe Reliable courier shipping from UK seller,Brand New Book Please allow 9-14 days for delivery
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| Customer Reviews:
A Lifetime Investment February 7, 2005 3 out of 5 found this review helpful
This is a textbook that should be purchased on day one of your economics degree. The material covered in this text will see you through from your most elementary classes on calculus to the more technical studies of economics in your final year. Beyond university, it will serve as an essential reference text to any professional economist!
Excellent. A must for any graduate student of Economics. November 15, 1999 13 out of 16 found this review helpful
This is a really well written book which can be of value to students with a wide range of mathematical abilities and backgrounds. The basic mathematical tools required to study economics at a post graduate level are explained with the minimum of fuss, yet in a way which enables the reader to understand the intuition behind the manipulations. There are many useful diagrams and plenty of well thought out exercises.If you are planning to study economics at a post graduate level and you don't have a first degree in mathematics then take the time to read this book before you start!
excellent both for learning and review December 2, 1997 3 out of 4 found this review helpful
This book is an excellent introduction to the mathematics needed by economists. It covers all the background needed to begin in a typical economics Ph.D. program, and presents it understandably. I found that it is rigorous enough that I can apply what I have learned from it confidently. It uses total differentials where more advanced books might use vector calculus. This is a more intuitive approach, and better suited for an introduction. It includes some very good illustrations which clarify the concepts.
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