39 Avsnitt

  1. Torricelli’s trumpet is not counterintuitive

    Publicerades: 2024-12-30
  2. Did Copernicus steal ideas from Islamic astronomers?

    Publicerades: 2023-11-29
  3. Operational Einstein: constructivist principles of special relativity

    Publicerades: 2023-07-23
  4. Review of Netz’s New History of Greek Mathematics

    Publicerades: 2022-10-11
  5. The “universal grammar” of space: what geometry is innate?

    Publicerades: 2022-05-20
  6. “Repugnant to the nature of a straight line”: Non-Euclidean geometry

    Publicerades: 2022-02-20
  7. Rationalism 2.0: Kant’s philosophy of geometry

    Publicerades: 2021-11-17
  8. Rationalism versus empiricism

    Publicerades: 2021-09-18
  9. Cultural reception of geometry in early modern Europe

    Publicerades: 2021-07-10
  10. Maker’s knowledge: early modern philosophical interpretations of geometry

    Publicerades: 2021-05-10
  11. “Let it have been drawn”: the role of diagrams in geometry

    Publicerades: 2021-03-10
  12. Why construct?

    Publicerades: 2021-01-20
  13. Created equal: Euclid’s Postulates 1-4

    Publicerades: 2020-12-10
  14. That which has no part: Euclid’s definitions

    Publicerades: 2020-11-03
  15. What makes a good axiom?

    Publicerades: 2020-10-04
  16. Consequentia mirabilis: the dream of reduction to logic

    Publicerades: 2020-09-08
  17. Read Euclid backwards: history and purpose of Pythagorean Theorem

    Publicerades: 2020-07-30
  18. Singing Euclid: the oral character of Greek geometry

    Publicerades: 2020-06-21
  19. First proofs: Thales and the beginnings of geometry

    Publicerades: 2020-05-15
  20. Societal role of geometry in early civilisations

    Publicerades: 2020-03-29

1 / 2

Cracking tales of historical mathematics and its interplay with science, philosophy, and culture. Revisionist history galore. Contrarian takes on received wisdom. Implications for teaching. Informed by current scholarship. By Dr Viktor Blåsjö.

Visit the podcast's native language site