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Original Articles

CHARACTERS INDUCED FROM FULLY RAMIFIED SUBGROUPS

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Pages 1829-1840 | Received 01 Oct 1999, Published online: 16 Aug 2006

REFERENCES

  • Gajendragadkar , D. 1979 . A characteristic class of characters of finite π-separable groups . J. Algebra , 59 : 237 – 259 .
  • Isaacs , I. M. 1984 . Characters of π-separable groups . J. Algebra , 86 : 98 – 128 .
  • Isaacs , I. M. 1994 . Character Theory of Finite Groups New York : Dover .
  • Isaacs , I. M. and Navarro , G. 1996 . Coprime actions, fixed-point subgroups and irreducible induced characters . J. Algebra , 185 : 125 – 143 .
  • Külshammer , B. and Robinson , G. R. 1987 . Characters of relatively projective modules II . J. London Math. Soc. , 36 : 59 – 67 .
  • Navarro , G. “ Brauer characters relative to a normal subgroup ” . In To appear in Proceeding of the LMS
  • Navarro , G. 1998 . Characters and Blocks of Finite Groups , LMS Lecture Note Series 250 Cambridge University Press .
  • Navarro , G. and Sanus , L. 1999 . Partial characters with respect to a normal subgroup . J. Austral. Math. Soc. , 66 : 104 – 124 . Series A
  • Sanus , L. Blocks relative to a normal subgroup in π-separable groups to appear in . J. Algebra ,
  • Shahriari , S. 1990 . Fully ramified subgroups . J. Algebra , 130 : 198 – 218 .
  • Slattery , M. 1986 . Pi-blocks of pi-separable groups I . J. Algebra , 102 : 60 – 77 .

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