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The Best Writing on Mathematics 2017
- Edited by:
Volume 6 in the series
The Best Writing on Mathematics
- Language: English
- Publisher: Princeton University Press
- Copyright year: 2018
- Audience: General/trade;
- Pages
- Main content: 248
- Illustrations
- Other: 25 color illus. 36 halftones. 15 line illus. 2 tables.
- Keywords: Mathematics; Mathematician; Mathematics education; Pure mathematics; Philosophy of mathematics; Classical mathematics; Mathematical folklore; Foundations of mathematics; The Mathematical Intelligencer; Educational Studies in Mathematics; A Mathematician's Apology; Characterization (mathematics); Indian mathematics; Mathematical proof; Heyting algebra; Abstract algebra; Mathematical optimization; Max-plus algebra; Theorem; Applied mathematics; Geometry; Variable (mathematics); Mathematical problem; Series (mathematics); Homological algebra; American Mathematical Society; Gödel's incompleteness theorems; Math Girls; The Man Who Knew Infinity; George Andrews (mathematician); Moment (mathematics); Bayes' theorem; Curtis Cooper (mathematician); Fermat's Last Theorem; Computational mathematics; Approximation algorithm; Mathematica; Society for Industrial and Applied Mathematics; Bell's theorem; Mathematical visualization; Kenneth Falconer (mathematician); Complete Heyting algebra; Theoretical computer science; Alan Turing; Number theory; Calculation; Interdisciplinary Contest in Modeling; Millennium Prize Problems; Instance (computer science); Pre-algebra; Approximation theory; Sheaf (mathematics); Inequality (mathematics); Great Internet Mersenne Prime Search; Microsoft Research; Scholasticism; Mathematical physics; Prime number theorem; Boolean algebra (structure); Irreducibility (mathematics); Prime number; Numerical linear algebra; Bayesian; Numerical analysis; Theory; AP Calculus; Unification (computer science); Linear algebra; Scientific notation; Mathematical theory; Intelligence Advanced Research Projects Activity; Largest known prime number; Multiple (mathematics); Pythagorean theorem; International Mathematical Union; English poetry; Numerical stability; Integer programming; Riemann hypothesis; Probability; Jeremy Gray; Boolean satisfiability problem; Rational number; Quantity; Mathematics and art; Star polygon; Russell's paradox; Result; Checker shadow illusion; Fill-In (puzzle); Logic; Accuracy and precision; Harvard University; Quantification (science); Euclidean geometry; Science; Bayesian inference; Axiom; Non-Euclidean geometry; Natural number
eBook
- Published: October 31, 2017
- ISBN: 9781400888559
