## The Britannica Guide to Numbers and MeasurementCommunication and, indeed, our comprehension of the world in general are largely ordered by the number and measurement systems that have arisen over time. Numbers lend structure to human interaction by standardizing the language we use to interpret quantities and by helping us understand natural relationships between varying concepts. This book delves into the history of mathematical reasoning and the progression of numerical thought around the world. With detailed biographies of seminal thinkers and theorists, readers develop a sophisticated understanding of some of the most fundamental arithmetical concepts as well as the individuals who established them. |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

Numbers | 21 |

Systems | 30 |

Decimal Number System | 31 |

Theory | 94 |

Numerical Terms and 122 | 150 |

Dedekind | 161 |

Factorial | 167 |

Harmonic Sequence | 173 |

Pseudoprime | 185 |

Measurements | 201 |

Measurement Pioneers | 230 |

JosephLouis Lagrange | 234 |

Centimetre cm | 244 |

Kilometre km | 254 |

Glossary | 273 |

281 | |

### Other editions - View all

The Britannica Guide to Numbers and Measurement Britannica Educational Publishing Limited preview - 2010 |

The Britannica Guide to Numbers and Measurement Britannica Educational Publishing No preview available - 2010 |

### Common terms and phrases

algebraic algorithm ancient arithmetic Arithmetica Aryabhata astronomical avoirdupois axiom of choice axiom schema Axiomatic Set Theory Babylonian base binary called Cantor cardinal number Carl Friedrich Gauss century consistent continuum hypothesis cubic inches decimal Dedekind defined developed digits Diophantus divisors elements equal equations equivalent Euclid Euler example existence factors feet finite formula fractions Frege Gauss geometry German mathematician Goldbach grains grams Greek infinite sets irrational numbers known Kurt Gödel length Leonhard Euler litres logarithms logic mathe mathematician mathematics Mersenne metre metric system modern modular arithmetic multiplication natural numbers Neumann number theory numeral system ordinal ounce pair perfect numbers Pierre de Fermat pint positive integers pound prime number theorem prime numbers problems proof proved rational numbers real numbers result sequence solution square standard subset symbol theory of numbers tion transfinite numbers unit of weight Weights and Measures whole numbers zero