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22- ** [ Math] ( https://github.com/streamcode9/os/blob/main/math.md ) **
3+ - c. 300 BCE – Euclid writes Elements, a foundational text in geometry and logical deduction.
4+ - c. 250 BCE – Archimedes works on calculus-like methods and hydrostatics.
5+ - c. 200 BCE – Apollonius develops conic sections.
6+ - 628 CE – Brahmagupta defines zero as a number and describes rules for arithmetic operations.
7+ - 1545 – Gerolamo Cardano publishes Ars Magna, solving cubic and quartic equations.
8+ - 1614 – John Napier publishes the first tables of logarithms.
9+ - 1637 – René Descartes introduces analytic geometry in La Géométrie.
10+ - 1665–1666 – Isaac Newton develops calculus and laws of motion.
11+ - 1684 – Leibniz publishes his version of calculus independently of Newton.
12+ - 1736 – Leonhard Euler founds graph theory with the Seven Bridges of Königsberg problem.
13+ - 1821 – Augustin-Louis Cauchy formalizes analysis, introduces rigorous definitions of limits and continuity.
14+ - 1854 – George Boole publishes An Investigation of the Laws of Thought, founding Boolean algebra.
15+ - 1874 – Georg Cantor founds set theory with his proof that real numbers are uncountable.
16+ - 1899 – David Hilbert publishes Foundations of Geometry, formalizing Euclidean geometry.
317- 1900 – Hilbert's 23 problems presented at the International Congress of Mathematicians.
418- 1931 – Kurt Gödel proves his incompleteness theorems, showing limits of formal systems.
519- 1936 – Alan Turing introduces the Turing machine, laying foundations for computer science.
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