An edition of The last problem (1961)

The last problem

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Cover of: The last problem by Eric Temple Bell, Eric Temple Bell
The last problem by Eric Temple Bell, Eric Temple Bell
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Last edited by MARC Bot
May 9, 2026 | History
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An edition of The last problem (1961)

The last problem

by

  • 5.0 (1 rating)
  • 7 Want to read
  • 1 Have read

This edition doesn't have a description yet. Can you add one?

Publish Date
Publisher
Mathematical Association of America
Language
English
Pages
326

Previews available in: English

Subjects

Mathematics Fermat's theorem Number theory History Mathematics -- History
Edition Availability
Cover of: The Last Problem
The Last Problem
Sep 09, 2021, Hassell Street Press
hardcover
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Cover of: The Last Problem (Spectrum)
The Last Problem (Spectrum)
August 6, 1998, The Mathematical Association of America
Paperback in English - Rev Upd Su edition
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Cover of: The last problem
The last problem
1990, Mathematical Association of America
in English
Cover of: The last problem.
The last problem.
1962, Gollancz
in English
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Cover of: The last problem
The last problem
1962, Gollancz
in English
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Cover of: The last problem.
The last problem.
1962, Victor Gollancz
in English
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Cover of: The last problem
The last problem
1961, Published by The Mathematical Association of America
in English
  • Learn More
Cover of: The last problem.
The last problem.
1961, Simon and Schuster
in English

Add another edition?

Book Details

Edition Notes

Includes bibliographical references and index.
"... updated and revised from the 1961 edition published by Simon and Schuster, Inc."--T.p. verso.

Published in
[Washington, D.C.]

Classifications

Library of Congress
QA241 .B42 1990

The Physical Object

Pagination
326 p. ;
Number of pages
326

Edition Identifiers

Open Library
OL1893213M
Internet Archive
lastproblem0000bell
ISBN 10
0883854511
LCCN
90063128
OCLC/WorldCat
22735098
LibraryThing
4229402
Goodreads
682337

Work Identifiers

Work ID
OL4091535W

Source records

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{{cite book|author=Eric Temple Bell |date=1990 |title=The last problem |url=https://archive.org/details/lastproblem0000bell |publication-place=[Washington, D.C.] |publisher=Mathematical Association of America |isbn=0-88385-451-1 |lccn=90063128 |oclc=22735098 |ol=1893213M}}