The Principles of Mathematics (1903)

Chapter XXXV. Cantor's First Definition of Continuity
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Chapter XXXV. Cantor's First Definition of Continuity

Table of Contents

  1. § 271. The arithmetical theory of continuity is due to Cantor
  2. § 272. Cohesion
  3. § 273. Perfection
  4. § 274. Defect in Cantor's definition of perfection
  5. § 275. The existence of limits must not be assumed without special grounds
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