The Principles of Mathematics (1903)

Chapter XXVI. Asymmetrical Relations
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Chapter XXVI. Asymmetrical Relations

Table of Contents

  1. § 208. Classification of relations as regards symmetry and transitiveness
  2. § 209. Symmetrical transitive relations
  3. § 210. Reflexiveness and the principle of abstraction
  4. § 211. Relative position
  5. § 212. Are relations reducible to predications?
  6. § 213. Monadistic theory of relations
  7. § 214. Reasons for rejecting the theory
  8. § 215. Monistic theory and the reasons for rejecting it
  9. § 216. Order requires that relations should be ultimate
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