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A Classical Introduction to Galois Theory
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Published By John Wiley & Sons, Inc.
9781118336816, 9781118091395
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Classical Galois Theory According to Galois
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.ch8
◽
2012
◽
pp. 135-150
Keyword(s):
Galois Theory
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Radical Extensions and Solvability by Radicals
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.ch6
◽
2012
◽
pp. 89-116
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Fundamental Theorem on Symmetric Polynomials and Discriminants
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.ch3
◽
2012
◽
pp. 41-64
Keyword(s):
Fundamental Theorem
◽
Symmetric Polynomials
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Classical Formulas Revisited
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.ch15
◽
2012
◽
pp. 231-244
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Galois's Criterion for Solvability of Polynomials by Radicals
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.ch11
◽
2012
◽
pp. 185-191
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Appendix F: Further Reading
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.app6
◽
2012
◽
pp. 274-276
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Appendix A: Table of White Points of Illuminants used in r2xyz and Other Functions
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.app1
◽
2012
◽
pp. 245-248
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References
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.refs
◽
2012
◽
pp. 277-279
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Index
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.index
◽
2012
◽
pp. 281-284
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FrontMatter
A Classical Introduction to Galois Theory
◽
10.1002/9781118336816.fmatter
◽
2012
◽
pp. i-xii
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