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An Elementary Course in Synthetic Projective Geometry
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An Elementary Course in Synthetic Projective Geometry

By Derrick Norman Lehmer
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Book Description
Table of Contents
  • Preface
  • Contents
  • CHAPTER I - ONE-TO-ONE CORRESPONDENCE
    • PROBLEMS
  • CHAPTER II - RELATIONS BETWEEN FUNDAMENTAL FORMS IN ONE-TO-ONE CORRESPONDENCE WITH EACH OTHER
    • PROBLEMS
  • CHAPTER III - COMBINATION OF TWO PROJECTIVELY RELATED FUNDAMENTAL FORMS
    • PROBLEMS
  • CHAPTER IV - POINT-ROWS OF THE SECOND ORDER
    • PROBLEMS
  • CHAPTER V - PENCILS OF RAYS OF THE SECOND ORDER
    • PROBLEMS
  • CHAPTER VI - POLES AND POLARS
    • PROBLEMS
  • CHAPTER VII - METRICAL PROPERTIES OF THE CONIC SECTIONS
    • PROBLEMS
  • CHAPTER VIII - INVOLUTION
    • PROBLEMS
  • CHAPTER IX - METRICAL PROPERTIES OF INVOLUTIONS
    • PROBLEMS
  • CHAPTER X - ON THE HISTORY OF SYNTHETIC PROJECTIVE GEOMETRY
  • INDEX
  • Footnotes
  • Credits
  • A Word from Project Gutenberg
  • The Full Project Gutenberg License
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