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Original Articles

Chern classes and the extraspecial p-group of order p5 and exponent p

Pages 181-196 | Received 01 Sep 1996, Published online: 27 Jun 2007

References

  • Atiyah , M.F. 1961 . Characters and cohomology of finite groups . Inst.Hautes Études Sci.Publ.Math , 9 : 23 – 64 .
  • Benson , D.J. 1993 . “ Polynomial Invariants of Finite Groups ” . In London Math.Soc , 190 Cambridge Univ.Press . Lecture Note
  • Benson , D.J. and Carlson , J.F. 1992 . The cohomology of extraspecial groups . Bull.London Math.Soc , 24 : 209 – 235 . Erratum: Bull London Math.Soc.25(1993),498
  • Evens , L. 1991 . The Cohomology of Groups , Oxford Univ.Press .
  • Green , D.J. and Leary , I.J. 1995 . Chern classes and extraspecial groups . Manuscripta Math , 88 : 73 – 84 .
  • Leary , I.J. 1992 . The mod-p cohomology rings of some p-groups . Math.Proc.Cambridge Philos.Soc , 112 : 63 – 75 .
  • Lewis , G. 1968 . The integral cohomology rings of groups of order p 3 . Trans.Amer.Math.Soc , 132 : 501 – 529 .
  • Quillen , D. 1971 . The mod 2 cohomology rings of extra-special 2-groups and the spinor groups . Math.Ann , 194 : 197 – 212 .
  • Tezuka , M. and Yagita , N. 1983 . The varieties of the mod p cohomology rings of extra special p-groups for an odd prime p . Math.Proc.Cambridge Philos.Soc , 94 : 449 – 459 .

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