| Unit 1: Ancients and World Cultures Lesson 1: Math is Everywhere!
Lesson 2: Ancient Roots of Mathematics in Africa and Mesopotamia
Lesson 3: Ancient Roots of Mathematics in Asia
Lesson 4: Ancient Roots of Mathematics in the Americas
Lesson 5: Thales and
the Egyptians
Lesson 6: Pythagoras
and the Early Greeks
Lesson 7: Archimedes Part 1
Lesson 8: Archimedes Part 2
and Eratosthenes
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| Unit 2: The Alexandrians and Medieval Math Lesson 9: The Alexandrians: Heron, Ptolemy, Diophantus, Hypatia
Lesson 10: The Arabs and Algebra: Al-Kwarizmi
Lesson 11: The Indians and Zero: Aryabhata I and Brahmagupta
Lesson 12: The Translators of the Dark Ages and Ockams's Razor
Lesson 13: Fibonacci: Math in Nature
Lesson 14: DaVinci: Math in Art
Lesson 15: Simon Stevin and
Decimal notation
Lesson 16: John Napier |
| Unit 3: Renaissance to Enlightenment Lesson 17: Astronomers:
Copernicus
Lesson 18: Astronomers: Kepler
Lesson 19: Astronomers: Galileo
Lesson 20: Galileo’s Physics
Lesson 21: Pascal: Philosophy meets Number Theory
Lesson 22: Isaac Newton
and the new Calculus
Lesson 23: Newton's Physics
Lesson 24: The Unruly Bernoullis | Unit 4: The Modern Age of Mathematics Lesson 25: Harrison and
Bowditch - Navigational Mathematics
Lesson 26: Euler,
Model Mathematician
Lesson 27: Joseph La Grange
Lesson 28: Sophie Germain
Lesson 29: Carl Frederick Gauss
Lesson 30: Hermite and Galois: Algebra Revitalized
Lesson 31: Emmy Noether, Grace Hopper; Women in mathematics
Lesson 32: Srinivasa Ramanujan; Advanced levels Cantor and Kronecker
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