Topics in Number Theory

  • J. S. Chahal

Part of the The University Series in Mathematics book series (USMA)

Table of contents

  1. Front Matter
    Pages i-xiv
  2. J. S. Chahal
    Pages 1-15
  3. J. S. Chahal
    Pages 17-32
  4. J. S. Chahal
    Pages 33-61
  5. J. S. Chahal
    Pages 63-91
  6. J. S. Chahal
    Pages 93-116
  7. J. S. Chahal
    Pages 117-126
  8. J. S. Chahal
    Pages 127-145
  9. J. S. Chahal
    Pages 147-162
  10. Back Matter
    Pages 163-191

About this book


This book reproduces, with minor changes, the notes prepared for a course given at Brigham Young University during the academic year 1984-1985. It is intended to be an introduction to the theory of numbers. The audience consisted largely of undergraduate students with no more background than high school mathematics. The presentation was thus kept as elementary and self-contained as possible. However, because the discussion was, generally, carried far enough to introduce the audience to some areas of current research, the book should also be useful to graduate students. The only prerequisite to reading the book is an interest in and aptitude for mathe­ matics. Though the topics may seem unrelated, the study of diophantine equations has been our main goal. I am indebted to several mathematicians whose published as well as unpublished work has been freely used throughout this book. In particular, the Phillips Lectures at Haverford College given by Professor John T. Tate have been an important source of material for the book. Some parts of Chapter 5 on algebraic curves are, for example, based on these lectures.


Finite Morphism algebra calculus equation finite field function mathematics number theory theorem

Authors and affiliations

  • J. S. Chahal
    • 1
  1. 1.Brigham Young UniversityProvoUSA

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