On the number of irreducible characters in a 3-block with a minimal nonabelian defect group
Author:
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,General Mathematics
Link
http://link.springer.com/article/10.1007/s10114-017-5792-4/fulltext.html
Reference14 articles.
1. Berkovich, Y.: Finite p-groups with few minimal nonabelian subgroups. J. Algebra, 297, 62–100 (2006)
2. Broué, M., Puig, L.: A frobenius theorem for blocks. Inventiones Math., 56, 117–128 (1980)
3. Dade, E. C.: Blocks with cyclic defect groups. Ann. of Math., 84, 20–48 (1966)
4. Gao, S., Zeng, J. W.: On the number of ordinary irreducible characters in a p-block with a minimal nonabelian defect group. Comm. Algebra, 39(9), 3278–3297
5. Hendren, S.: Extra special defect groups of order p 3 and exponent p 2. J. Algebra, 291, 457–491 (2005)
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