TY  - BOOK
AU  - Jacobson,Nathan
TI  - Basic algebra
SN  - 0716714809
AV  - QA154.2 .J32 1985
PY  - 1985///-]
CY  - New York
PB  - W.H. Freeman
KW  - Algebra
N1  - Includes bibliographical references and index; Basic algebra I. Introduction: concepts from set theory. The integers; -- Monoids and groups; -- Rings; -- Modules over a principal ideal domain; -- Galois theory of equations; -- Real polynomial equations and inequalities; -- Metric vector spaces and the classical groups; -- Algebras over a field; -- Lattices and boolean algebras --; Basic algebra II. Categories; -- Universal algebra; -- Modules; -- Basic structure theory of rings; -- Classical representation theory of finite groups; -- Elements of homological algebra with applications; -- Commutative ideal theory: general theory and Neotherian rings; -- Field theory; -- Valuation theory; -- Dedekind domains; -- Formally real fields
ER  -