MATHGarden
  • Walks
    • Walk 1: Set Theory
      • Unit 1: The Mathematical Universe
      • Unit 2: Unions and Intersections of Sets
      • Unit 3: Direct Products and Relations
      • Unit 4: Functions and Equivalent Sets
      • Unit 5: Families and the Axiom of Choice
      • Unit 6: Ordered Sets and the Lemma of Zorn
      • Unit 7: Successor Sets and the Axioms of Peano
      • Unit 8: Natural Numbers and the Principle of Induction
      • Unit 9: Well Ordered Sets
      • Unit 10: Ordinal Numbers
      • Unit 11: Cardinal Numbers
      • Unit 12: Cardinal Arithmetics
      • Unit 13: The Axiomatics of von Neumann, Bernays and Gödel
      • Unit 14: Literature about Set Theory
    • Walk 2: Numbers
      • Unit 1: Natural Numbers and the Principle of Induction
  • Mathematicians
    • Richard Dedekind
  • Service
    • terms of use
    • contact
    • about / imprint
    • privacy policy
  • Links
      • Mathematics on Wikipedia

Walk 1
Set Theory
Unit
The Mathematical Universe
Unit
Unions and Intersections of Sets
Unit
Direct Products and Relations
Unit
Functions and Equivalent Sets
Unit
Families and the Axiom of Choice
Unit
Ordered Sets and the Lemma of Zorn
Unit
Successor Sets and the Axioms of Peano
Unit
Natural Numbers and the Principle of Induction
Unit
Well Ordered Sets
Unit
Ordinal Numbers
Unit
Cardinal Numbers
Unit
Cardinal Arithmetics
Unit
The Axiomatics of von Neumann, Bernays and Gödel
Unit
Literature about Set Theory
Walk 2
Numbers
Unit
Natural Numbers and the Principle of Induction
Mathematicians
Richard Dedekind
Textbooks
  • Textbooks about Set Theory
  • Textbooks about Numbers

Links
  • Mathematics on Wikipedia

  • terms of use
  • contact
  • about / imprint
  • privacy policy