The History of Modern Mathematics, Volume 3David E. Rowe, John ¿MacCleary-McCleary Academic Press, 1989 - 325 pages |
Contents
A Theory of Reception for the History of Mathematics | 3 |
Riemanns Habilitationsvortrag and the Synthetic A Priori Status | 17 |
Erhard Scholz | 28 |
Copyright | |
20 other sections not shown
Common terms and phrases
Abel's Abel's Theorem algebraic analysis analytic angewandte Mathematik Annalen approach Aronhold Arthur Cayley asymptotic curves axioms Berlin binary Boole Bourdon British Cantor cardinal Cayley's Clebsch coefficients complex concept Continuum Hypothesis Continuum Problem covariants curves Dedekind denumerable determined differential discussion equation Euler Felix Klein finite formula French functions fundamental Gauss Georg Cantor given Gordan's Göttingen Habilitationsvortrag Herbart Hilbert Ibid ideas infinite integral intuition invariant theory J. J. Sylvester James Joseph Sylvester Journal Klein Kronecker Kronecker's Kummer surface Lacroix letter Lie's line geometry line-complex linear transformation Math mathematicians mathematics metric relations Mittag-Leffler negative Noether ordinals Peirce philosophical physical space plane Plücker point-sets polynomial proof prove published Quantics quantity question reception reine und angewandte result Riemann second number-class set theory subset synthetic textbooks theorem tion transfinite translation variables Weak Continuum Hypothesis Weierstrass well-ordered Werke wrote