The Principles of Mathematics (1903)

Chapter XLVI. Descriptive Geometry
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Chapter XLVI. Descriptive Geometry

Table of Contents

  1. § 374. Distinction between projective and descriptive geometry
  2. § 375. Method of Pasch and Peano
  3. § 376. Method employing serial relations
  4. § 377. Mutual independence of axioms
  5. § 378. Logical definition of the class of descriptive spaces
  6. § 379. Parts of straight lines
  7. § 380. Definition of the plane
  8. § 381. Solid geometry
  9. § 382. Descriptive geometry applies to Euclidean and hyperbolic, but not elliptic space
  10. § 383. Ideal elements
  11. § 384. Ideal points
  12. § 385. Ideal lines
  13. § 386. Ideal planes
  14. § 387. The removal of a suitable selection of points renders a projective space descriptive
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