Mathematics Experiments
eBook - PDF

Mathematics Experiments

  1. 228 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

About this book

Owing to the advent of computers, experiments are becoming an increasingly important part of mathematics. This book provides guidance to students doing experiments in mathematics. The aim is to stimulate interest in mathematics through examples and experiments.

Each experiment in the book starts with an interesting problem. The students are expected to work with these problems on computers, try to find the solutions themselves, and experience the scientific exploration in the process.

The problems which the authors have chosen cover a wide spectrum in mathematics, ranging from calculus, number theory, coding and probability to geometry and chaos. They are introduced in a simple way and yet show great depth. The discussions are thorough but not lengthy.

This book is useful not only to mathematics students, but also to students in all areas of sciences who are interested in learning some of the mathematical tools. It provides a hands-on approach to the most fundamental issues in mathematics — an approach which may help to revolutionize the teaching of mathematics.

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Yes, you can access Mathematics Experiments by Shangzhi Li, Falai Chen;Yaohua Wu;Yunhua Zhang; in PDF and/or ePUB format, as well as other popular books in Matematica & Calcolo. We have over one million books available in our catalogue for you to explore.

Information

Publisher
WSPC
Year
2003
eBook ISBN
9789813102439
Subtopic
Calcolo

Table of contents

  1. Contents
  2. Foreword
  3. 1 Fundamental of Calculus
  4. 2 How to Calculate TT
  5. 3 Best Approximations by Fractions
  6. 4 Sequences and Series
  7. 5 Prime Numbers
  8. 6 The Probability
  9. 7 Geometric Transformations
  10. 8 Celestial Movement
  11. 9 Iteration(I)—Finding Solutions to Equations
  12. 10 Optimization
  13. 11 Brachistochrone
  14. 12 Iteration(II) — Fractal
  15. 13 Iteration(III) — Chaos
  16. 14 Cryptography
  17. 15 Mechanical Proving of Elementary Geometrical Theorems
  18. Bibliography