## How the Other Half Thinks: Adventures in Mathematical ReasoningMaths enthusiasts aren't necessarily the number-crunching geeks we tend to assume. In fact, they know that maths is about much more than numbers; it is a profoundly philosophical endeavour, as well as a stimulating mental exercise. In How the Other Half Thinks, Sherman Stein emphasizes the creative elements of mathematics by exploring some significant mathematical discoveries through simple, intuitive manipulations. With an ingenious technique that uses no algebra or trigonometry, and only a minimum of arithmetic, Stein takes us through the thought process behind some of math's great discoveries and applications. Each chapter begins with a simple question about strings made up of the letters a and b, which leads to other, more profound questions. Along the way, we become familiar with concepts from such fields as topology and probability, and learn how they have led to applications such as codes and radar, computing and even baseball statistics. Recreational and instructive, How the Other Half Thinks should appeal to die-hard maths enthusiasts (of which there are many) as well as those right-brainers who are looking for a way to understand and enjoy maths. |

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#### LibraryThing Review

User Review - fpagan - LibraryThingHand-holding analysis of some problems involving symbol strings. For people who need rescuing from ignorance of or fear of mathematics. Read full review

### Contents

The Needle and the Noodle | 1 |

Win by Two | 21 |

The Complete Triangle | 45 |

Copyright | |

7 other sections not shown

### Other editions - View all

How the Other Half Thinks: Adventures in Mathematical Reasoning Sherman K. Stein No preview available - 2002 |

### Common terms and phrases

5-tuplets a's and b's acabcb angles applied average number ballot Barbara stays ahead bbab block of length Buffon chapter complete edge complete sections complete triangle couplet crosses a line Dodgers dots equal experiment figure finite fraction full string geometric George Cantor Georges Buffon highway system horizontal line infinite number infinite sets infinite strings inspector instance labeled letters likelihood mathematicians mathematics needle number of complete number of crossings number of points number of triangles odd number overlaps pair path polygon problem proof quadruplets question random rectangle roads Russell's paradox score set of whole shift register sequence shown slumps and streaks Sperner's lemma straight string of a's string of length symbols tails theory throughout the count Thue's Thue's theorem tossed penny total number town trip tuplet twin free twin-free string volleyball votes wheel whole numbers wins wire