Licensed
Unlicensed
Requires Authentication
The Best Writing on Mathematics 2010
- Edited by:
- Preface by:
Volume 1 in the series
The Best Writing on Mathematics
- Language: English
- Publisher: Princeton University Press
- Copyright year: 2011
- Audience: General/trade;
- Pages
- Main content: 440
- Illustrations
- Other: 10 line illus. 24 half tones.
- Keywords: Mathematics; Mathematician; Pure mathematics; Philosophy of mathematics; Mathematics education; Mathematical practice; Classical mathematics; The Mathematical Experience; Algebra; New Math; Future of mathematics; The Mathematical Intelligencer; Analytic proof; Theorem; The Unreasonable Effectiveness of Mathematics in the Natural Sciences; Mathematical sciences; Mathematical beauty; Spline (mathematics); Experimental mathematics; Mathematical proof; Foundations of mathematics; Mathematical optimization; Discrete mathematics; Sign (mathematics); Umbral calculus; A Mathematician's Apology; Applicable mathematics; Gödel's incompleteness theorems; Mathematical problem; Hilbert's program; Classical logic; Scientific notation; Fundamental theorem; Largest known prime number; Theoretical computer science; Elementary arithmetic; MathWorld; Analytic number theory; Variable (mathematics); Numerical stability; Academic standards; NP-hardness; Alan Turing; Approximation theory; Computational mathematics; Number sense; MathFest; Fundamental theorem of arithmetic; Proportionality (mathematics); Constructible number; Triviality (mathematics); Abstract algebra; Modern physics; Mathematische Zeitschrift; Annals of Mathematics; Applied mathematics; Fundamental theorem of calculus; Computational topology; Series (mathematics); Riemann surface; American Mathematical Society; Computer algebra system; Intuitionistic logic; Fermat's Last Theorem; William Browder (mathematician); Magic square; Fair coin; Number theory; Arithmetica Universalis; Mathematical logic; Mathematical finance; Mathematica; Expression (mathematics); Identity (mathematics); Accuracy and precision; Proof of Fermat's Last Theorem; Hilbert's problems; Riemannian geometry; Zermelo–Fraenkel set theory; The Textbooks; Descartes on Polyhedra; Principle of sufficient reason; Mathematical analysis; Acta Mathematica; Science and Hypothesis; Academic achievement; Fundamental theorem of algebra; David Hilbert; Euler's theorem; Mathematische Annalen; Mathematical object; Operation (mathematics); Statistical significance; Multiple representations (mathematics education); Lagrange's theorem (number theory); Mathematical theory; Lie algebra; Lagrange's theorem; Computational science; Infinitesimal
eBook
- Published: September 14, 2021
- ISBN: 9781400836123
