Greatest Mathematics Geniuses — Ranked by IQ
25
Mathematics Geniuses
Mathematics is the language of the universe. These minds mastered it more completely than anyone before or since.
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Total Mathematics Geniuses
25
Highest IQ
220
Average IQ
184
#1 Genius
Terence
Top 15 Mathematics Geniuses by IQ
Ranked by estimated IQ score, based on historical records and psychometric research.
| # | Name | IQ | Born | Known For |
|---|---|---|---|---|
| 1 | Terence Chi-Shen Tao | 220 | 1975 | When he was two years old, he was able to perform simple arithmetic. By the time he was nine, he was |
| 2 | Michael Grost | 200 | 1954 | Starting university at the tender age of 10, the maths prodigy is now a computer scientist, accordin |
| 3 | Hermann von Helmholtz | 195 | 1821 | His mathematics of the eye, theories of vision, ideas on the visual perception of space, color visio |
| 4 | Mislav Predavec | 192 | 1967 | His remarcable IQ test scores and considered therefore as one of the smartest people alive. |
| 5 | Isaac Newton | 190 | 1643 | Newtonian mechanics Universal gravitation Calculus Newton's laws of motion Optic |
| 6 | Joseph-Louis Lagrange | 190 | 1736 | Analytical mechanics, celestial mechanics, mathematical analysis, number theory, theory of equations |
| 7 | John Tukey | 180 | 1915 | Fast Fourier Transform (FFT) algorithm and box plot |
| 8 | Averroes - Ibn Rushd | 175 | 1126 | Andalusian polymath, Aristotle commentator, and middle ages genius; his work on atheism was influent |
| 9 | Edmond Halley | 175 | 1656 | For the prediction of Halley’s comet, solving the riddle of accurate navigation for all sea-going ve |
| 10 | William Kingdon Clifford | 175 | 1845 | Clifford algebra |
| 11 | Hypatia | 170 | 0350 | The greatest mathematician of her time, Hypatia’s murder signaled the coming of the dark ages. |
| 12 | Willem Klein | 145 | 1912 | Doing mathematical calculations in his head |
| 13 | Euclid | None | 0325 | Euclidean geometryEuclid's ElementsEuclidean algorithmList of topics named after Euclid |
| 14 | Abu Kamil | None | 0850 | The Book of Algebra |
| 15 | John Wallis | None | 1616 | The development of infinitesimal calculus. |
More Mathematics Geniuses
Isaac Barrow
Fundamental theorem of calculusOptics
Guillaume de l'Hôpital
Infinitesimal calculus Differential geometry of curves L'Hôpital's rule
David Hilbert
Hilbert's basis theorem
Hilbert's axioms
Hilbert's problems
Hilbert's program
Ei
Hilbert's axioms
Hilbert's problems
Hilbert's program
Ei
Jerry Newport
Being a public speaker with Asperger syndrome
Andrew Wiles
Proving Fermat's Last Theorem
Grigori Perelman
Riemannian geometry
Geometric topology
Proof of the soul conjecture
Proof of the Poin
Geometric topology
Proof of the soul conjecture
Proof of the Poin
Jason Padgett
Being a mathematical savant & Artist
Ruth Lawrence
Lawrence–Krammer representation
Akshay Venkatesh
Mathematical Work, Former Child Prodigy
Jim Carollo
Becoming a math genius after a car crash
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