When | Who | What |
540 B.C. |
Pythagoras |
Geometry, Arithmetic |
300 B.C. |
Euclid |
Deductive Reasoning in Geometry |
225 B.C. |
Archimedes |
Circle and sphere, Infinite Series, Mechanics, Hydrostatics |
300 |
Pappus |
Collections and commentaries |
820 |
Al-Khwarizmi |
Algebra |
1202 |
Fibonacci |
Arithmetic, algebra, geometry |
1545 |
Tartaglia, Cardano, Ferrari |
Algebraic equations of higher degrees |
1610 |
Kepler |
Planetary motion |
1635 |
Fermat |
Number theory |
1637 |
Descartes |
Analytic geometry |
1650 |
Pascal |
Conics, Probability theory |
1680 |
Newton |
Calculus, Planetary motion, Infinite Series |
1682 |
Leibniz |
Calculus |
1700 |
Bernoulli |
Calculus, Probability |
1750 |
Euler |
Analysis, Complex variables, Number Theory |
1780 |
Lagrange |
Differential equations, Calculus of Variations |
1805 |
Laplace |
Differential equaions, Planetary motion, Probability |
1806 |
Legendre |
Least squares method |
1807 |
Fourier |
Fourier series |
1820 |
Gauss |
Number theory, Differential geometry, Algebra |
1825 |
Bolyai, Lobatchevsky |
Non-Euclidean geometry |
1829 |
Galois |
Group theory |
1840 |
Cauchy |
Anaylsis |
1854 |
Riemann |
Integration theory, Complex variables, Geometry |
1873 |
Maxwell |
Electromagnetics |
1879 |
Frege |
First-order Logic |
1880 |
Cantor |
Set theory |
1890 |
Weirstrass |
Real and Complex Analysis |
1895 |
Poincare |
Topology, Differential equations |
1897 |
Frobenius |
Group theory |
1899 |
Hilbert |
Integral equations, Foundations |
1902 |
Lebesgue |
Measure theory |
1907 |
Brouwer |
Topology, Constructivism |
1910 |
Russel, Whitehead |
Mathematical logic |
1915 |
Einstein |
General theory of relativity |
1926 |
Noether, Artin |
Algebra |
1931 |
Goedel |
Incompleteness theorem |
1935 |
Church |
Lambda calculus |