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Galois polynomials are defined as a generalization of the Cyclotomic polynomials. Galois polynomials have integer coefficients as the cyclotomic polynomials. But they are not always irreducible. In this paper, Galois polynomials are partly classified according to the type of subgroups which defines the Galois polynomial.
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참고문헌 (7)
참고문헌 신청
권미연 / 2017 / Galois irreducible polynomials / 대한수학회논문집 32(1):1~6
J. R. Bastida / 1984 / Field Extensions and Galois Theory, Encyclope- dia of Mathematics and Its Application / Addison-Wesley Publishing Company
T. W. Hungerford / 2014 / Abstract Algebra An Introduction / Cengage Learning
S. Lang / 1984 / xAlgebra / Addison-Wesley Publising Company
이기석 / 2015 / SEMI-CYCLOTOMIC POLYNOMIALS / 호남수학학술지 37(4):469~472
J. R. Bastida / 1984 / Field Extensions and Galois Theory, Encyclope- dia of Mathematics and Its Application / Addison-Wesley Publishing Company
T. W. Hungerford / 2014 / Abstract Algebra An Introduction / Cengage Learning
S. Lang / 1984 / xAlgebra / Addison-Wesley Publising Company
이기석 / 2015 / SEMI-CYCLOTOMIC POLYNOMIALS / 호남수학학술지 37(4):469~472
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