Calculus
Author(s)
Bibliographic Information
Calculus
（LSE mathematical series）
Cambridge University Press, 1983
- : pbk
Available at / 35 libraries
-
Research Institute for Economics & Business Administration (RIEB) Library , Kobe University図書
pbk.517-284s081000083418*
-
Library, Institute of Developing Economies, Japan External Trade Organization図
: pbkT||51||C31745809
-
No Libraries matched.
- Remove all filters.
Note
Includes index
Description and Table of Contents
Description
This book is concerned with the calculus of several variables and provides an introduction to elementary differential and difference equations. The emphasis is on practical problem-solving rather than the proof of formal theorems. Many worked examples are supplied as well as problems for the student to solve, together with their solutions. The techniques are illustrated with applications drawn chiefly from economics, statistics and operational research. Some elementary knowledge of the calculus of one variable is assumed but revision material is supplied throughout the text. A confident approach to problem-solving is not possible without some understanding of the background theory. In this book the theory is presented systematically but informally. Wherever possible, geometric arguments are used and the text is illustrated with numerous diagrams. Particular care has been taken to make the main body of the text suitable for students who are studying independently of a taught course. The book will interest students at universities and other higher education institutions. At the London School of Economics, the course on which this book is based is attended by students reading for a variety of different degrees and with a wide disparity in their previous levels of mathematical training. Some are graduates and some are first-year undergraduates. It is hoped that this book will attract a similar audience: not only of economists, statisticians and other social scientists but also physical scientists, engineers and mathematicians.
Table of Contents
- Preface
- 1. Vectors and matrices
- 2. Differentiation
- 3. Stationary points
- 4. Vector functions
- 5. Maxima and minima
- 6. Inverse functions
- 7. Implicit functions
- 8. Differentials
- 9. Sums and integrals
- 10. Multiple integrals
- 11. Differential and difference equations (I)
- 12. Complex numbers
- 13. Differential and difference equations (II)
- Solutions to unstarred problems
- Index.
by "Nielsen BookData"
