[解法(솔루션) ] 프렐라이 현대대수학 (abstract algebra) 제7판 A First Course in abstra…
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Download : a_first_course_in_ab.pdf
40. Group Presentations 133
27. Prime and Maximal Ideals 94
[解法(솔루션) ] 프렐라이 현대대수학 (abstract algebra) 제7판 A First Course in abstract algebra
33. Finite Fields 116
31. Algebraic Extensions 111
52. Totally Inseparable Extensions 171
9. Orbits, Cycles, and the Alternating Groups 30
3. Isomorphic Binary Structures 9
41. Simplicial Complexes and Homology Groups 136
53. Galois Theory 173
VI. Extension Fields
35. Series of Groups 119
APPENDIX Matrix Algebra 187
37. Applications of the Sylow Theory 124
II. Permutations, Cosets, and Direct Products
17. Applications of G-Sets to Counting 61
43. More Homology Computations and Applications 140
16. Group Action on a Set 58
29. Introduction to Extension Fields 103
24. Noncommutative Examples 85
23. Factorization of Polynomials over a Field 79
54. Illustrations of Galois Theory 176
30. Vector Spaces 107
[解法(솔루션) ] 프렐라이 현대대수학 (abstract algebra) 제7판 A First Course in abstract algebra
25. Ordered Rings and Fields 87
38. Free Abelian Groups 128
39. Free Groups 130
48. Automorphisms of Fields 159
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5. Subgroups 17
VIII. Groups in Topology
설명
18. Rings and Fields 63
X. Automorphisms and Galois Theory
14. Factor Groups 49
36. Sylow Theorems 122
55. Cyclotomic Extensions 183
34. Isomorphism Theorems 117
III. Homomorphisms and Factor Groups
I. Groups and Subgroups
26. Homomorphisms and Factor Rings 89
50. Splitting Fields 165
6. Cyclic Groups 21
2. Binary Operations 7
0. Sets and Relations 1
45. Unique Factorization Domains 148
19. Integral Domains 68
4. Groups 13
V. Ideals and Factor Rings
8. Groups of Permutations 26
22. Rings of Polynomials 76
21. The Field of Quotients of an Integral Domain 74
레포트 > 자연과학계열
CONTENTS
15. Factor-Group Computations and Simple Groups 53
51. Separable Extensions 167
20. Fermat’s and Euler’s Theorems 72
순서
13. Homomorphisms 44
[솔루션] 프렐라이 현대대수학 (abstract algebra) 제7판 A First Course in abstract algebra
IX. Factorization
42. Computations of Homology Groups 138
46. Euclidean Domains 151
11. Direct Products and Finitely Generated Abelian Groups 37
IV. Rings and Fields
49. The Isomorphism Extension Theorem 164
56. Insolvability of the Quintic 185
VII. Advanced Group Theory
프렐라이, 프랠라이, 현대대수학, 현대대수학 7판, 프랄라이 솔루션, 현대 솔루션, 솔루션
47. Gaussian Integers and Multiplicative Norms 154
7. Generators and Cayley Digraphs 24
32. Geometric Constructions 115
10. Cosets and the Theorem of Lagrange 34
12. Plane Isometries 42
1. Introduction and Examples 4
44. Homological Algebra 144
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