MATHGarden
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  • Walks
    • Walk 1: About the Mathematical Garden
      • Unit 1: What are Walks and Units?
      • Unit 2: ALSO INTERESTING
      • Unit 3: SEARCH FUNCTION in the Mathematical Garden
      • Unit 4: Existing Walks
    • Walk 2: The Axioms of Zermelo and Fraenkel
      • Unit 1: Introduction into the Axiomatics of Zermelo and Fraenkel
      • Unit 2: The Mathematical Universe
      • Unit 3: Unions and Intersections of Sets
      • Unit 4: Direct Products and Relations
      • Unit 5: Functions and Equivalent Sets
      • Unit 6: Families and the Axiom of Choice
      • Unit 7: Ordered Sets and the Lemma of Zorn
      • Unit 8: Successor Sets and the Axioms of Peano
      • Unit 9: The Natural Numbers and the Principle of Induction
    • Walk 3: The Cardinality of Sets
      • Unit 1: Finite Sets and their Cardinalities
      • Unit 2: Well-Ordered Sets
      • Unit 3: Ordinal Numbers
      • Unit 4: Cardinal Numbers
      • Unit 5: Cardinal Arithmetic
  • Mathematicians
    • Richard Dedekind
    • Georg Cantor
    • Ernst Zermelo
  • Service
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    • About / Imprint
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  • Links
      • Mathematical Literature
      • Mathematical Journals
      • History of Mathematics

Links

  • Mathematical Literature
  • Mathematical Journals
  • History of Mathematics