000			01372nam a2200193Ia 4500
008			140223b2006 xxu||||| |||| 00| 0 eng d
020			_a9780387289304 _c0.00
082			_a512 _bLOR
100			_aLorenz, Falko
245			_aAlgebra Vol. - I: Fields and Galois Theory
260			_aNew York _bSpringer Berlin Heidelberg _c2006
300			_a293p
440			_aUniversitext
500			_aForeword 1. Constructibility with Ruler and Compass 2. Algebraic Extensions 3. Simple Extensions 4. Fundamentals of Divisibility 5. Prime Factorization in Polynomial Rings. Gauss's Theorem 6. Polynomial Splitting Fields 7. Separable Extensions 8. Galois Extensions 9. Finite Fields, Cyclic Groups and Roots of Unity 10. Group Actions 11. Applications of Galois Theory to Cyclotomic Fields 12. Further Steps into Galois Theory 13. Norm and Trace 14. Binomial Equations 15. Solvability of Equations 16. Integral Ring Extensions 17. The Transcendence of )( 18. Transcendental Field Extensions 19. Hilbert's Nullstellensatz Appendix: Problems and Remarks Index of Notation Index
600			_aMathematics
890			_aUSA
891			_aScience & Technology - Maths {QuickPic}
995			_ALOR _B008116 _CM.M-M.M _D2090.11 _E0 _F049 _G99120 _H0 _I0.00 _J2824.47 26% _L20090128 _UC _W20090619 _XHimanshu Book Co. _ZGeneral
999			_c55861 _d55861