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Euclid and Hilbert: Intro to Rigorous Geometry Foundations

Topics in Euclid and Hilbert: Intro to Rigorous Geometry Foundations

Numbered in the order to learn them.

  1. Who Are Euclid and Hilbert?

  2. Euclid's Axiomatic Approach

  3. Problems with Transformation Proofs in Axiomatic Systems

  4. Geometry Without the Real Numbers

  5. Euclid's Use of and Hilbert's Omission of Constructions

  6. Hilbert's Use of Undefined Notions

  7. Euclid's "Common Notions"

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