Gödel's proof

Book Cover
Publisher:
New York University Press
Publication Date:
[2001]
Edition:
Revised edition
Language:
English

Description

"Continuously in print and translated into more than a dozen languages since its publication in 1958, Gödel's Proof is the seminal work explaining Kurt Gödel's 1931 paper, 'On Formally Undecidable Propositions of Principia Mathematica and Related Systems.' Ernest Nagel and James R. Newman provide a clear, non-technical explanation of Gödel's incompleteness theorem and examine the ways in which Gödel's work changed fundamental assumptions about the nature of mathematics and logic. In this fiftieth-anniversary edition, Pulitzer Prize-winning author Douglas R. Hofstadter updates the text of this classic work, clarifying arguments and eliminating ambiguities, making the book even more accessable. Of interest to scholars, students, and professionals in mathematics, science, logic, and philosophy, Godel's Proof remains, fifty years later, a groundbreaking and indispensable work"--Back cover.

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Grouping Information

Grouped Work IDc621e859-2193-9499-6f92-659eacc162b2
Grouping Titlegodels proof
Grouping Authorernest nagel
Grouping Categorybook
Grouping LanguageEnglish (eng)
Last Grouping Update2025-03-25 13:23:30PM
Last Indexed2025-03-27 01:44:35AM

Solr Fields

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0
accelerated_reader_reading_level
0
auth_author2
Hofstadter, Douglas R., 1945-
Newman, James R. 1907-1966
author
Nagel, Ernest, 1901-1985
author2-role
Hofstadter, Douglas R.,1945-editor,writer of foreword
Newman, James R.1907-1966,author
author_display
Nagel, Ernest
available_at_boulder
Boulder Main Library
detailed_location_boulder
Boulder Main Adult NonFiction
display_description
"Continuously in print and translated into more than a dozen languages since its publication in 1958, Gödel's Proof is the seminal work explaining Kurt Gödel's 1931 paper, 'On Formally Undecidable Propositions of Principia Mathematica and Related Systems.' Ernest Nagel and James R. Newman provide a clear, non-technical explanation of Gödel's incompleteness theorem and examine the ways in which Gödel's work changed fundamental assumptions about the nature of mathematics and logic. In this fiftieth-anniversary edition, Pulitzer Prize-winning author Douglas R. Hofstadter updates the text of this classic work, clarifying arguments and eliminating ambiguities, making the book even more accessable. Of interest to scholars, students, and professionals in mathematics, science, logic, and philosophy, Godel's Proof remains, fifty years later, a groundbreaking and indispensable work"--Back cover.
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Book
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Books
id
c621e859-2193-9499-6f92-659eacc162b2
isbn
9780814758373
itype_boulder
paperback book
last_indexed
2025-03-27T07:44:35.984Z
lexile_score
-1
literary_form
Non Fiction
literary_form_full
Non Fiction
local_callnumber_boulder
511.3 Nage
owning_library_boulder
Boulder Public Library
owning_location_boulder
Boulder Main Library
primary_isbn
9780814758373
publishDate
2001
publisher
New York University Press
recordtype
grouped_work
subject_facet
Gödel's theorem
Logic, Symbolic and mathematical
Mathematics
Mathematics -- Philosophy
Metamathematics
title_display
Gödel's proof
title_full
Gödel's proof / by Ernest Nagel and James R. Newman ; edited and with a new foreword by Douglas R. Hofstadter
title_short
Gödel's proof
topic_facet
Gödel's theorem
Logic, Symbolic and mathematical
Mathematics
Metamathematics
Philosophy

Solr Details Tables

item_details

Bib IdItem IdShelf LocationCall NumFormatFormat CategoryNum CopiesIs Order ItemIs eContenteContent SourceeContent URLDetailed StatusLast CheckinLocation
ils:.b30074228.i46433259Boulder Main Adult NonFiction511.3 Nage1falsefalseOn ShelfMar 21, 2025bmnfa

record_details

Bib IdFormatFormat CategoryEditionLanguagePublisherPublication DatePhysical DescriptionAbridged
ils:.b30074228BookBooksRevised editionEnglishNew York University Press[2001]xxiii, 129 pages : illustrations ; 21 cm

scoping_details_boulder

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ils:.b30074228.i46433259On ShelfOn Shelffalsetruetruefalsefalsetruefalse1, 2, 3, 4, 5, 70, 6, 7, 8, 9, 10, 11, 12, 13, 14, 17, 18, 19, 20, 21