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Infinite abelian group theory (Chicago lectures in mathematics)

Infinite abelian group theory (Chicago lectures in mathematics)

Infinite abelian group theory (Chicago lectures in mathematics)
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Infinite abelian group theory (Chicago lectures in mathematics)

by Griffith, Phillip A

  • Used
  • Fine
  • Paperback
Condition
Fine
ISBN 10
0226308707
ISBN 13
9780226308708
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About This Item

University of Chicago Press, 1970. Trade Paperback. Fine. Book is in excellent condition. Binding is solid and square, covers have sharp corners, exterior shows no blemishes, text/interior is clean and free of marking of any kind. 150 pages Chapters include Reduction theorms, Purity, basic subgroups and finitely generated groups, Projectives, injectives, pure projectives and pure injectives, Structure of te tensor product and the group of extensions, Direct sums of countable p-groups and Hill's version of Ulm's theorem, etc.

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Details

Bookseller
Pistil Books Online US (US)
Bookseller's Inventory #
145506
Title
Infinite abelian group theory (Chicago lectures in mathematics)
Author
Griffith, Phillip A
Format/Binding
Trade Paperback
Book Condition
Used - Fine
Quantity Available
1
Binding
Paperback
ISBN 10
0226308707
ISBN 13
9780226308708
Publisher
University of Chicago Press
Place of Publication
^^ In Stock: We Ship At Once Fr. Il Usa;
Date Published
1970
Keywords
Reduction, theorms, Purity, Basic, subgroups , Finitely, generated ,groups, Projectives, injectives, pure , Structure, Tensor, product , Group, extensions, Direct, sums , Countable, P-Groups, Hill's ,version , Ulm's,
Bookseller catalogs
Mathematics;

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About the Seller

Pistil Books Online

Seller rating:
This seller has earned a 5 of 5 Stars rating from Biblio customers.
Biblio member since 2003
Seattle, Washington

About Pistil Books Online

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Glossary

Some terminology that may be used in this description includes:

Trade Paperback
Used to indicate any paperback book that is larger than a mass-market paperback and is often more similar in size to a hardcover...
Fine
A book in fine condition exhibits no flaws. A fine condition book closely approaches As New condition, but may lack the...

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