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Completion of A Bijective Proof of the Alperin Weight Conjecture for S n when p=2
- Choi, Seung-Il;
- Oh, Young-Tak
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1초록
In this paper, we prove the Alperin weight conjecture for the symmetric group S (n) in a bijective way when p = 2. More precisely, we provide a bijection between the set of conjugacy classes of 2-weights for S (n) and the set of 2-regular partitions of n.
키워드
Alperin weight conjecture; Brauer character; p-weight; p-regular partition; SYMMETRIC-GROUPS
- 제목
- Completion of A Bijective Proof of the Alperin Weight Conjecture for S n when p=2
- 저자
- Choi, Seung-Il; Oh, Young-Tak
- 발행일
- 2015-12
- 유형
- Article
- 권
- 19
- 호
- 4
- 페이지
- 671 ~ 691