Statistics for Famous Mathematicians

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General Stats

  • This quiz has been taken 191 times
  • The average score is 19 of 30

Answer Stats

LifeNationalityMathematical studies / Known forNamesake ofAnswer% Correct
c. 570 BC - c. 495 BCGreekNamesake theorem about right triangles, five regular solids, theory of proportionsTheorem, TuningPythagoras of Samos
96%
fl. 300 BCGreekFather of geometry who wrote the ElementsGeometry, AlgorithmEuclid
90%
c. 1170 - c. 1240-50ItalianAuthor of Liber Abaci, namesake of sequence beginning 0, 1, 1, 2, 3, 5, 8, ...Numbers/Sequence, Search Technique, Heap, CubesFibonacci
90%
1642 - 1727EnglishPrincipia Mathematica, calculus, power series, generalization of binomial theorem, method for approximating roots of a funcitonMethodIsaac Newton
89%
1707 - 1783SwissInfinitesimal calculas, graph theory (Seven Bridges of Königsberg), topology, analytic number theory, power seriesFormula, Identity, -Lagrange Equation, Product Formula, -Lotka Equation, eLeonhard Euler
88%
1607 - 1665FrenchNumber theory, analyticc geometry, probability theory, adequality, method of finding the greatest and smallest ordinates of curved linesLittle Theorem, Last TheoremPierre de Fermat
87%
1623 - 1662FrenchNamesake triangle of binomial coefficientsTriangle, Theorem, WagerBlaise Pascal
82%
1777 - 1855GermanProved ________'s Rule of signs, ______'s Last theorem for n=5, introduced ≡ symbol, binary and ternary quadratic forms, class number problem,the normal distribution, Logarithms, FunctionCarl Friedrich Gauss
79%
1646 - 1716GermanDifferential and integral calculus, binary number system, linear equations,Notation, Integral Rule, Product rule of differential callculus,Gottfried Wilhelm Leibniz
77%
c.287 BC - c. 212 BCGreekApproximation of pi, infinitesimals, method of exhaustion for rigorous proofs, area of a circle, surface area and volume of a sphere, area of ellipse, area of a paraboloid, area of a spiralPrinciple, Infinitesimal, SpiralArchimedes
74%
1768 - 1830FrenchNamesake periodic functions and namesake transformSeries, Analysis, TransformJoseph Fourier
74%
1826 - 1866GermanPrime-counting function (development of analytic number theory), differential geometry, work on Fourier seriesIntegral, Surfaces, Hypothesis, Zeta FunctionBernhard Riemann
71%
1685 - 1731EnglishNamesake of infinite sum of terms that are expressed in terms of a function's derivatives at a single point to approximate the functionSeries, TheoremBrook Taylor
71%
1596 - 1650FrenchAuthor of La Géométrie, father of analytical geometryRule of Signs, plane, foliumRené Descartes
70%
1749 - 1827FrenchWrote Celestial Mechanics, developed _____ian probability, namesake of integral transform for solving differential equations, namesake of a second-order partial differential equationMethod, Equation, Transform, Differential Operator, Transform, EquationPierre-Simon Laplace
64%
1600s - 1700sSwissLarge family of mathematicians including Jacob, namesake of Numbers, Johann, who contributed to calculus, and Nicholas, who orginated the St. Petersburg paradoxNumbers, Differential Equation, DistributionBernoulli family
63%
1906 - 1978AustrianLogicianIncompleteness TheoremsKurt Gödel
60%
1887 - 1920IndianMathematical analysis, number theory, infinite series, continued fractions, partition formulaePrime, Theta Function, "Lost Notebook", Landau- constantSrinivasa Ramanujan
60%
1862 - 1943GermanSolved Gordan's Problem, worked in invariant theory, calculus of variations, commutative algebra, etc.; Developed collection of namesake problemsBasis theorem, Axioms, Problems, Program, Space, Paradox of the Grand HotelDavid Hilbert
57%
c. 1701 - 1761EnglishNamesake of theorem describing the probability of an event given the probability of another event that is super important for statisticsTheorem/Rule/Law, Statistics, ProbabilityThomas Bayes
56%
1698 - 1746ScottishDeveloped a special case of (above)'s namesake series centered about 0SeriesColin Maclaurin
54%
1845 - 1918GermanCreated set theorySetGeorg Cantor
54%
1854 - 1912FrenchFounder of topology and modern chaos theory, three-body problem, namesake Conjecture solved by Grigori PerelmanConjecture, Disk Model, Inequality, Series, Metric, GroupHenri Poincaré
52%
1781 - 1840FrenchNamesake of discrete probability distribution expressing the probability of a given number of events occurring in a fixed intervalDistribution, Point process, Bracket, KernelSiméon Poisson
50%
b. 1953BritishSpecializes in number theory, known for proving the Taniyama-Shimura Conjecture, thereby proving the Last Theorem named for one of the above-Andrew Wiles
49%
1924 - 2010Polish-born French & AmericanFractal geometrySetBenoit Mandelbrot
38%
1913 - 1996HungarianDevelopoment of Ramsey theory, proof for Bertrand's postulate, elmentary proof for the prime number theorem; Offered cash prizes for solutions to unresolved prizes."Number" ("collaborative distance" between himself and another person"), SpacePaul Erdős
36%
1877 - 1947BritishCollaborator of (below), worked in number theory and mathematical analysis, wrote A Mathematician's Apology, big-O notation-Weinberg principle, -Littlewood Inequality, -Littlewood Circle Method, Theorem, InequalityG. H. Hardy
35%
1804 - 1851GermanElliptic functions, differential equations, determinants, number theory, namesake matrix of all first-order partial derivatives of a vector-value functionMatrix and Determinant, Symbol, Ellipsoid, Polynomials, Transform, Identity, OperatorCarl Gustav Jacob Jacobi
30%
c. 10 AD - 70 ADGreekIterative method for calculating square root, formula for finding area of triangle from its side lengths, shortest path algorithmFormulaHero of Alexandria
26%

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