000			00926nam a2200157Ia 4500
005			20241211205650.0
008			241211s1973 xx 000 0 und d
020			_afcnm2563
082			_a515.56I/S79
100			_aStewart, Ian.
245		0	_aGalois Theory
260			_aU.S.A : _bChapman and Hall, _c1973
300			_a226 páginas
505			_a1.Background. 2.Factorization of polynomials. 3.Field extension. 4.The Degree of an extension. 5.Ruler and compasses. 6.Transcendental numbers. 7.The idea behing Galois Theory. 8.Normality and separability. 9.Field degree and group orders. 10.Monomorphisms, automorphisms, and normal closures. 11.The Galois correspondence. 12.A specific example. 13.Some group theory. 14.Solution of equations by radicals. 15.The general polynomial equation. 16.Finite fields. 17.Regular polygons. 18.The fundamental theorem of algebra. 19.Later developments. Harder exercises.
942			_yLIB
999			_c51784 _d51784