fraeon
Films
BrowseTop 250
Series
TV ShowsAnimeTop 250 TVTop 100 Anime
Games
BrowseTop 100
Books
BooksMangaTop 125 BooksTop 100 Manga
For youTrendingTier ListsThe ArchiveLeaderboard
Log inSign up free
fraeon

Everything you watch, play and read — tracked, rated and remembered in one library.

Explore

  • Films
  • TV
  • Anime
  • Games
  • Books
  • Manga

Discover

  • Trending
  • Leaderboard
  • Find people
  • Lists
  • Tier lists

Company

  • Tour
  • About
  • Community guidelines
  • Privacy
  • Terms
  • Contact

© 2026 fraeon. All rights reserved. ·

Metadata from TMDB, RAWG, Jikan & Open Library. This product uses the TMDB API but is not endorsed or certified by TMDB.

Questions or ideas? mehmet@avortas.com

HomeFeedProfile
From zero to infinity

From zero to infinity

by Constance Reid

1955NumeralsNumber theoryNombresThéorie des nombres
0.0
Open Library
Open Library

First lines

ZERO IS THE FIRST OF TEN SYMBOLS-the digits-with which we are able to represent any of an infinitude of numbers.

ZERO IS THE FIRST OF TEN SYMBOLS-the digits-with which we are able to represent any of an infinitude of numbers.

Themes & subjects

NumeralsNumber theoryNombresThéorie des nombres
First published 1955

About the author

Constance Reid

3 January 1918 – 14 October 2010

Constance Bowman Reid was the author of several biographies of mathematicians and popular books about mathematics. *--Wikipedia*

Author

Constance Reid

First published

1955

Pages

181

Read time

≈ 5h

Editions

22

Languages

English, und

Publisher

Crowell

ISBN

9781439881231

Where to buy

TR
Amazon Bookshop

Reviews

No reviews yet — be the first to write one from the Log screen.

Quotes

No quotes yet.

Discussions

Similar books

Wheel of fire: essays in interpretation of Shakespeare's sombre tragedies

Tragedies · Criticism and interpretation

Wheel of fire: essays in interpretation of Shakespeare's sombre tragedies

G. Wilson Knight

1930

The Hindu-Arabic numerals

Numerals · Nombres

The Hindu-Arabic numerals

David Eugene Smith

1911

Histoire universelle des chiffres

Numerals · Nume ration

Histoire universelle des chiffres

Georges Ifrah

1981

Box it or bag it mathematics

Study and teaching (Primary) · Mathematics

Box it or bag it mathematics

Donna Burk

1988

We All Went on Safari

Numerals · Jungle animals

We All Went on Safari

Laurie Krebs

2003

A history of mathematical notations

History · Mathematical notation

A history of mathematical notations

Florian Cajori

1928

Numbers

Number theory · Numeration

Numbers

Graham Flegg

1982

Alphabets, numerals, and devices of the Middle Ages

Alphabets · Illumination of books and manuscripts

Alphabets, numerals, and devices of the Middle Ages

Shaw, Henry

1845

L'empire des nombres

History · Mathematics

L'empire des nombres

Denis Guedj

1996

One to nine

Counting · Numeration

One to nine

Andrew Hodges

2007

Numbers, language, and the human mind

Comparative and general Grammar · Grammar, Comparative and general

Numbers, language, and the human mind

Heike Wiese

2003

Count Your Way Through Japan

Juvenile literature · Counting

Count Your Way Through Japan

James Haskins

1987

Trackers

Animal behavior · Juvenile literature

Trackers

Sarah Fleming

2004

Problems and theorems in analysis

Problems, exercises · Mathematical analysis

Problems and theorems in analysis

George Pólya

1925

Fermat's Last Theorem

Fermat's last theorem · mathematics

Fermat's Last Theorem

Simon Singh

1997

The Higher Arithmetic

Number theory · Arithmetic, foundations

The Higher Arithmetic

Harold Davenport

1952

Principia mathematica

Mathematics · Philosophy

Principia mathematica

Alfred North Whitehead

1910

Disquistiones arithmeticae

Number theory · Theory of Numbers

Disquistiones arithmeticae

Carl Friedrich Gauss

1801