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The history of mathematics

From the Ishango bone to formalized proofs: arithmetic, geometry, algebra, analysis, probability, logic and topology across Babylonian, Egyptian, Greek, Indian, Chinese, Islamic and European mathematics and beyond. Moments are tagged by area (and colored by it) and by civilization; eras are shown as spans. Ancient dates are approximate and say so. Summaries are our own; each moment links to its Wikipedia articles.

99 moments · 20000-01-01T00:00:00Z BCE – 2020-01-01T00:00:00Z CE · by @athan · @athan

Moments

  1. The Ishango bone
  2. Babylonian sexagesimal numbers
  3. The Moscow papyrus
  4. Plimpton 322
  5. YBC 7289: the square root of two
  6. The Rhind papyrus
  7. Thales and deductive geometry
  8. Pythagoras and his school
  9. Irrational numbers
  10. Zeno's paradoxes
  11. Eudoxus and the method of exhaustion
  12. Aristotle's logic
  13. Euclid's Elements
  14. Archimedes
  15. Eratosthenes: primes and the Earth
  16. Apollonius's Conics
  17. The Nine Chapters on the Mathematical Art
  18. Hipparchus and trigonometry
  19. Ptolemy's Almagest
  20. Diophantus's Arithmetica
  21. Liu Hui's commentary
  22. Hypatia of Alexandria
  23. Zu Chongzhi's π
  24. Aryabhata
  25. Brahmagupta and zero
  26. Al-Khwarizmi's algebra
  27. The House of Wisdom
  28. Al-Karaji and induction
  29. Omar Khayyam and the cubic
  30. Bhaskara II
  31. Fibonacci's Liber Abaci
  32. Madhava and infinite series
  33. Pacioli's Summa
  34. The cubic and quartic solved
  35. Viète's symbolic algebra
  36. Napier's logarithms
  37. Descartes's La Géométrie
  38. Fermat's marginal note
  39. The Pascaline
  40. Pascal and Fermat found probability
  41. Newton's fluxions
  42. Leibniz publishes calculus
  43. Newton's Principia
  44. The law of large numbers
  45. The bridges of Königsberg
  46. Euler's Introductio
  47. Bayes's theorem
  48. Lagrange's Analytical Mechanics
  49. The fundamental theorem of algebra
  50. Gauss's Disquisitiones Arithmeticae