Microcomputers and Mathematics

James William Bruce (Author), P. J. Giblin (Author), P. J. Rippon (Author)

9780521312387, Cambridge University Press

Paperback, published 26 October 1990

444 pages
24.6 x 17.3 x 2.4 cm, 0.83 kg

"I heartily recommend this book about exploring mathematics using computers to many people....particularly worthwhile for mathematics teachers at all levels, for school and public libraries, for computer and other professionals to whom mathematics is fundamental, and for any individual interested in mathematics who has access to a computer." Henry Bentrup, Jr., Computing Reviews

The interaction between computer and mathematics is becoming more and more important at all levels as computers become more sophisticated. This book shows how simple programs can be used to do significant mathematics. The purpose of this book is to give those with some mathematical background a wealth of material with which to appreciate both the power of the microcomputer and its relevance to the study of mathematics. The authors cover topics such as number theory, approximate solutions, differential equations and iterative processes, with each chapter self-contained. Many exercises and projects are included giving ready made material for demonstrating mathematical ideas. Only a fundamental knowledge of mathematics is assumed and programming is restricted to 'basic BASIC' which will be understood by any microcomputer. The book may be used as a textbook for algorithmic mathematics at several levels, with all the topics covered appearing in any undergraduate mathematics course.

Preface
Note on programs and machines
1. Numbers: part 1
2. Equations
3. Curves: part 1
4. Numbers: part 2
5. Curves: part 2
6. Special numbers
7. Differential equations
8. Iteration of real functions.

Subject Areas: Mathematical & statistical software [UFM]