## Beyond numeracy: ruminations of a numbers manFrom the author of the national bestseller Innumeracy, a delightful exploration of the beauty and fascination of mathematics. Entries range from algebra, coincidence, game theory, non-Euclidean geometry, calculus, and probability theory to such new areas of mathematics as chaos, fractals, recursion, and complexity in this accessible work. 47 drawings.election. |

### What people are saying - Write a review

#### BEYOND NUMERACY: The Ruminations of a Numbers Man

User Review - KirkusMaybe there is a royal road to mathematics, after all. If so, Paulos is motoring on it in the driver's seat with this wide- ranging follow-up to his best-selling Innumeracy (1988). In the course of ... Read full review

#### LibraryThing Review

User Review - gam3 - LibraryThingThe other day I happen to start talking to my Mother about Field Theory. We were not sure of the difference between a field and a group. We were on a picnic, but I had a copy "Beyond Numeracy" with me ... Read full review

### Contents

A Mathematical Accent | 3 |

Analytic Geometry | 10 |

Areas and Volumes | 18 |

Copyright | |

11 other sections not shown

### Other editions - View all

### Common terms and phrases

abstract algebra algorithm angle answer approximately arithmetic assume average axioms calculate chaos theory circle complexity countably cube curve curveballs decimal defined definition derivative distance elements ematical entry equal example exponential fact fastball Fibonacci figures formal formula fractal function game theory given Godel golden ratio golden rectangle graph Greek humor indicate infinite sets integers irrational numbers least limit linear logic mathe mathematical induction mathematicians mathematics matrices matter method miles Mobius strip Monte Carlo method multiplication principle multiplying natural negative numbers non-Euclidean geometry notation notion number system Oulipo paradox parallel postulate Pascal's triangle permutation physical Platonic solids prime numbers probability problem proof properties proposition proved quantity rational numbers real numbers recursive result Rucker screwballs sequence side solution square statements straight line surface symbols techniques theorem theory tions topological true truth variables vector velocity whole numbers