101.15 An elementary proof that not all principal ideal domains are Euclidean domains. Issue 551 (15th June 2017)

Record Type:: Journal Article
Title:: 101.15 An elementary proof that not all principal ideal domains are Euclidean domains. Issue 551 (15th June 2017)
Main Title:: 101.15 An elementary proof that not all principal ideal domains are Euclidean domains
Authors:: Wilson, Robert A.
Abstract:
Is Part Of:: Mathematical gazette. Volume 101:Issue 551(2017)
Journal:: Mathematical gazette
Issue:: Volume 101:Issue 551(2017)
Issue Display:: Volume 101, Issue 551 (2017)
Year:: 2017
Volume:: 101
Issue:: 551
Issue Sort Value:: 2017-0101-0551-0000
Page Start:: 289
Page End:: 293
Publication Date:: 2017-06-15
Subjects:: Mathematics -- Periodicals
Mathématique
Mathematik
Mathematics
Periodicals
Ressource Internet (Descripteur de forme)
Périodique électronique (Descripteur de forme)
Zeitschrift
Online-Publikation
510
Journal URLs:: http://journals.cambridge.org/action/displayJournal?jid=MAG ↗
http://www.jstor.org/journals/00255572.html ↗
DOI:: 10.1017/mag.2017.69 ↗
Languages:: English
ISSNs:: 0025-5572
Deposit Type:: Legaldeposit
View Content:: Available online (eLD content is only available in our Reading Rooms) ↗
Physical Locations:: British Library STI - ELD Digital store
Ingest File:: 865.xml