000			01652n a2200301#a 4500
001			9881
005			20230516125714.0
008			930818s1994 caua 001 0 eng
010			_a93021157
020			_a0534190022
035			_aocm28721772
035			_aRecord 18569
040			_aDLC _cDLC _dCNU
049			_aP5AA
082	0	0	_a512.02
090			_aal1
100	1		_aIsaacs, I. Martin, _d1940- _936089
245	1	0	_aAlgebra, a graduate course/ _cI. Martin Isaacs.
260			_aPacific Grove, CA: _bBrooks/Cole/Thomson Learning, _cc1994.
300			_axii, 516 p.: _bill.; _c25 cm.
500			_aIncludes index.
505	0		_aDefinitions and examples of groups -- Subgroups and cosets -- Homomorphisms -- Group actions -- The sylow theorems and p-groups -- Permutation groups -- New groups from old -- Solvable and nilpotent groups -- Transfer -- Operator groups and unique decompositions -- Module theory without rings -- Rigns, ideals, and modules -- Simple modules and primitive rings -- Artinian rings and projective modules -- An introduction to character theory -- Polynomial rings, PIDs, and UFDs -- Field extensions -- Galois theory -- Separability and inseparability - -
505	0		_aCyclotomy and geometric constructions -- Finite fields -- Roots, radicals, and real numbers -- Norms, traces, and discriminants -- Transcendental extensions -- The Artin-Schreier theorem -- Ideal theory -- Noetherian rings -- Integrality -- Dedekind domains -- Algebraic sets and the Nullstellensatz .
650	0	4	_aAlgebra. _943450
697			_aÁlgebra 01- _xTextos Gerais. _921
942			_2impa _cBK
999			_c10859 _d10859