The Principles of Mathematics (1903)

Chapter L. The Continuity of Space
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Chapter L. The Continuity of Space

Table of Contents

  1. § 416. The continuity of a projective space
  2. § 417. The continuity of metrical space
  3. § 418. An axiom of continuity enables us to dispense with the postulate of the circle
  4. § 419. Is space prior to points?
  5. § 420. Empirical premisses and induction
  6. § 421. There is no reason to desire our premisses to be self-evident
  7. § 422. Space is an aggregate of points, not a unity
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