File:An algorithm for computing non-isomorphic semigroups of finite order. (IA algorithmforco00cull).pdf

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Original file(1,206 × 1,672 pixels, file size: 3.13 MB, MIME type: application/pdf, 92 pages)

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Summary[edit]

An algorithm for computing non-isomorphic semigroups of finite order.   (Wikidata search (Cirrus search) Wikidata query (SPARQL)  Create new Wikidata item based on this file)
Author
Cullen, James Stephen
image of artwork listed in title parameter on this page
Title
An algorithm for computing non-isomorphic semigroups of finite order.
Publisher
Monterey, California: U.S. Naval Postgraduate School
Description
ADA704511
Thesis (M.S.)--Naval Postgraduate School, 1969
Bibliography: p. 76

Subjects: Mathematics
Language English
Publication date 1969
publication_date QS:P577,+1969-00-00T00:00:00Z/9
Current location
IA Collections: navalpostgraduateschoollibrary; fedlink; americana
Accession number
algorithmforco00cull
Authority file  OCLC: 1039523731
Source
Internet Archive identifier: algorithmforco00cull
https://archive.org/download/algorithmforco00cull/algorithmforco00cull.pdf

Licensing[edit]

Public domain
This work is in the public domain in the United States because it is a work prepared by an officer or employee of the United States Government as part of that person’s official duties under the terms of Title 17, Chapter 1, Section 105 of the US Code. Note: This only applies to original works of the Federal Government and not to the work of any individual U.S. state, territory, commonwealth, county, municipality, or any other subdivision. This template also does not apply to postage stamp designs published by the United States Postal Service since 1978. (See § 313.6(C)(1) of Compendium of U.S. Copyright Office Practices). It also does not apply to certain US coins; see The US Mint Terms of Use.

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current04:52, 28 August 2020Thumbnail for version as of 04:52, 28 August 20201,206 × 1,672, 92 pages (3.13 MB) (talk | contribs)FEDLINK - United States Federal Collection algorithmforco00cull (User talk:Fæ/IA books#Fork8) (batch 1000-3000 #119648)

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