A Course in Modern AlgebraISBN: 978-0-471-50405-4
Paperback
264 pages
January 1989
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Partial table of contents:
GROUPS.
Cosets, Lagrange's Theorem, and Normal Subgroups.
Direct and Free Products.
ABELIAN GROUPS.
Special Features of Commutative Groups.
Exact Sequences of Abelian Groups.
CATEGORIES AND FUNCTORS.
Natural Transformations.
Duality Principle.
Adjoint Functors.
MODULES.
Rings.
The Functor Hom.
INTEGRAL DOMAINS.
SEMI-SIMPLE RINGS.
The Morita Theorem.
THE FUNCTORS EXT AND TOR.
List of Symbols.
Bibliography.
Index.
GROUPS.
Cosets, Lagrange's Theorem, and Normal Subgroups.
Direct and Free Products.
ABELIAN GROUPS.
Special Features of Commutative Groups.
Exact Sequences of Abelian Groups.
CATEGORIES AND FUNCTORS.
Natural Transformations.
Duality Principle.
Adjoint Functors.
MODULES.
Rings.
The Functor Hom.
INTEGRAL DOMAINS.
SEMI-SIMPLE RINGS.
The Morita Theorem.
THE FUNCTORS EXT AND TOR.
List of Symbols.
Bibliography.
Index.