The Genius of Euler: Reflections on His Life and WorkWilliam Dunham MAA, 15 mar 2007 - 309 páginas Celebrating the 300th birthday of Leonhard Euler (1707-1783), one of the brightest stars in the mathematical firmament, this book stands as a testimonial to a mathematician of unsurpassed insight, industry, and ingenuity. The collected articles, aimed at a mathematically literate audience, address aspects of Euler's life and work, from the biographical to the historical to the mathematical. The oldest of these was written in 1872, and the most recent dates to 2006. Some of the papers focus on Euler and his world, others describe a specific Eulerian achievement, and still others survey a branch of mathematics to which Euler contributed significantly. Among the 34 contributors are some of the most illustrious mathematicians and mathematics historians of the past century, e.g. Florian Cajori, Carl Boyer, George Pólya, Andre Weil, and Paul Erdös. And there are a few poems and a mnemonic just for fun. |
Índice
Introduction to Part I | 3 |
Leonard Euler Supreme Geometer abridged C Truesdell 1972 | 13 |
Euler abridged André Weil 1984 | 43 |
Frederick the Great on Mathematics and Mathematicians abridged | 51 |
The EulerDiderot Anecdote B H Brown 1942 | 95 |
51 | 109 |
61 | 122 |
69 | 129 |
88 | 207 |
75 | 223 |
| 305 | |
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The Genius of Euler: Reflections on His Life and Work William Dunham No hay ninguna vista previa disponible - 2007 |
The Genius of Euler: Reflections on His Life and Work William Dunham No hay ninguna vista previa disponible - 2007 |
Términos y frases comunes
¹Reprinted algebra analysin infinitorum analysis analytic argument Basel Berlin bridges calculus of variations century complete complex numbers compute constant contains convergence correspondence curves d'Alembert Daniel Bernoulli defined derived differential equation discovery divergent series dt dv dx dy edited elementary Euler's theorem example expression factors Figure formula Frederick fundamental theorem G. H. Hardy gamma function Gauss geometry George Pólya gives Goldbach Graeco-Latin square infinite series infinitesimal integers integral Introductio in analysin John Bernoulli king known Königsberg Lagrange Leibniz Leonhard Euler letter logarithms Math mathematicians Mathematics Magazine Maupertuis memoirs method modern notation number theory obtained Opera Omnia orthogonal Latin squares paper Petersburg Petersburg Academy Pólya polyhedra polynomial positive integers prime number problem proved published quadratic quartic result solution solved square of order textbook Underwood Dudley variables volume