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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2017.1
- 수록면
- 45 - 52 (8page)
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초록· 키워드
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Motivated by the problem of determining all right ideals of a group algebra FG for a finite group G over a finite field F, we explicitly determine the faithful irreducible representations of some finite metacylic groups over finite fields. By using that result, we determine the structure of all right ideals of the group algebra for the symmetric group S3 over a finite field F, as an example.
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참고문헌 (8)
참고문헌 신청
B. Huppert / 1982 / Finite Groups II / Springer-Verlag
H.S. Sim / 1993 / Degree of irreducible representations of metacyclic groups / Comm. in Algebra 21 (10) : 3773 ~ 3777
H.S. Sim / 1994 / Faithful irreducible representations of metacyclic groups / J. of Algebra 170 (3) : 907 ~ 915
K. Doerk / 1992 / Finite Soluble Group / Walter de Gruyter
M. Barlotti / 1987 / Faithful irreducible modules for the non-abelian groups of order pq / Lecture Note in Math 1281 : 1 ~ 8
H.S. Sim / 1993 / Degree of irreducible representations of metacyclic groups / Comm. in Algebra 21 (10) : 3773 ~ 3777
H.S. Sim / 1994 / Faithful irreducible representations of metacyclic groups / J. of Algebra 170 (3) : 907 ~ 915
K. Doerk / 1992 / Finite Soluble Group / Walter de Gruyter
M. Barlotti / 1987 / Faithful irreducible modules for the non-abelian groups of order pq / Lecture Note in Math 1281 : 1 ~ 8
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