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Famous Mathematicians and Contributions
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Flashcards
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John von Neumann
Von Neumann Architecture for computers
Gottfried Wilhelm Leibniz
Calculus
Blaise Pascal
Pascal's Triangle
Évariste Galois
Galois Theory
Alan Turing
Turing Machine
Emmy Noether
Noether's Theorem
Isaac Newton
Calculus
Karl Weierstrass
Formal definition of limit
Stefan Banach
Banach Spaces
Georg Cantor
Set Theory and concept of cardinality of infinite sets
Joseph Fourier
Fourier Series
Euclid
Euclidean Geometry
Felix Klein
Erlangen Program
Leonardo of Pisa (Fibonacci)
Fibonacci Numbers
Andrey Kolmogorov
Kolmogorov Axioms
Andrew Wiles
Proof of Fermat's Last Theorem
Carl Friedrich Gauss
Gaussian Distribution (Normal Distribution)
Bernhard Riemann
Riemann Hypothesis
Paul Erdős
Erdős Number
Leonhard Euler
Euler's Formula for complex numbers
Julia Robinson
Contributions to decision problems and Hilbert's tenth problem
Joseph-Louis Lagrange
Lagrange Multipliers
Niels Henrik Abel
Abel's Impossibility Theorem
Pythagoras
Pythagorean Theorem
George Boole
Boolean Algebra
Henri Poincaré
Poincaré Conjecture
Pierre-Simon Laplace
Laplace Transform
René Descartes
Cartesian Coordinate System
David Hilbert
Hilbert's Problems
Sophie Germain
Germain's Theorem
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