A Concise History of Mathematics, Volumes 1-2 |
Other editions - View all
Common terms and phrases
algebra analysis analytical ancient application Arabic Archimedes arithmetic astronomy Babylonian Babylonian mathematics became Berkeley Bernoulli Bibliography calculus calculus of variations CALIFORNIA LIBRARY Cantor Cauchy classical Clothbound complex numbers computational conception conic contains curves D'Alembert Descartes developed Diophantos discovery droite edition Egyptian elementary Euclid Eudoxos Euler Eutocius Felix Klein Fermat figures fluxions Fourier functions Galois Gauss géométrie Greek mathematics H. G. Zeuthen history of mathematics Huygens ideas Index infinite influence integral introduction Klein Konrad Knopp Lagrange Laplace later Leibniz logic mathe mathematicians Mathematik matics mechanics method modern motion Newton Nineteenth Century non-Euclidean geometry notation number theory numbers Oriental Paperbound papers Paris Partial contents partial differential equations Pascal period physics plane principle problems projective geometry published quadratic Riemann rigorous Roman scientific so-called solution solved squares symbols T. L. Heath texts theorem tion translation trigonometry University vols volume Weierstrass πρὸς