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    MATHEMATICS EXPERIMENTS

    by Shangzhi Li (University of Science and Technology of China, Hefei, China), Falai Chen (University of Science and Technology of China, Hefei, China), Yaohua Wu (University of Science and Technology of China, Hefei, China), & Yunhua Zhang (University of Science and Technology of China, Hefei, China)

    Table of Contents (111k)
    Foreword (91k)
    Chapter 1: Fundamental of Calculus
    Chapter 1.1: Functions and Their Graphs (198k)
    Chapter 1.2: The Number e (151k)
    Chapter 1.3: Integral and Natural Logarithm (161k)
    Chapter 1.4: Harmonic Series (138k)

    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.

     
    Contents:
    • Fundamental of Calculus
    • How to Calculate π
    • Best Approximations by Fractions
    • Sequences and Series
    • Prime Numbers
    • The Probability
    • Geometric Transformations
    • Celestial Movement
    • Iteration(I) — Finding Solutions to Equations
    • Optimization
    • Brachistochrone
    • Iteration(II) — Fractal
    • Iteration(III) — Chaos
    • Cryptography
    • Mechanical Proving of Elementary Geometrical Theorems
     
    Readership: Researchers, practitioners, lecturers and graduate students in mathematics.
     
    “… this is a very nicely written text in a very promising new direction of mathematics education.”(See Full Review)
    Weinan E
    Professor of Mathematics
    Princeton University
     
    228pp    Pub. date: Feb 2003  
    ISBN:   978-981-238-049-4
    981-238-049-3
       US$93 / £61

     


    228pp    Pub. date: Feb 2003  
    ISBN:   978-981-238-050-0(pbk)
    981-238-050-7(pbk)
       US$42 / £28

     


     

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    Updated on 13 February 2012