A to Z of MathematiciansIt is difficult to evaluate contemporary mathematicians without the benefit of a retrospective viewpoint, separated by several decades. This comprehensive single-volume A-to-Z reference covers both the past and present scientists who have significantly co |
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19th century Abel Academy al-Karaji Alexandria algebraic analysis Archimedes arithmetic Aryabhata astronomy became Berlin Bernoulli Bessel Bolyai born Brahmagupta calculus Cambridge Cantor Cardano CARL FRIEDRICH GAUSS Cauchy Ch’in Chebyshev concept continued contributions d’Alembert DAVID HILBERT Dedekind Descartes developed died differential equations Dirichlet École elliptic functions ematics Emilio Segrè Euclid Euler famous father Fermat formulated Fourier French Further Reading Galileo Galois geometry Georg Cantor George Gödel Göttingen Greek Mathematics Hilbert History Huygens ideas important integral ISAAC NEWTON Jacobi Jakob Jakob Bernoulli Johann Johann Bernoulli known Kronecker Lagrange Laplace later lectures Legendre Leibniz LEONHARD EULER logic mathe mathematicians maticians matics mechanics method modern motion Newton NIELS HENRIK ABEL number theory Paris Pascal Peano philosophy physics PIERRE DE FERMAT Poincaré Pólya probability problems published real numbers Rheticus Riemann scientific SIR ISAAC solution solve statistics Tartaglia theorem tion topics topology trigonometry University Press Viète Weierstrass York