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Original Articles

Quiver and relations for SL(2,pn) in characteristic p with p odd

Pages 681-712 | Received 01 Sep 1995, Published online: 27 Jun 2007

References

  • Andersen , H.H. , J⊘rgensen , J. and Landrock , P. 1983 . The projective indecomposable modules for SL(2,pn ) . Proc. London Math. Soc , 46 : 38 – 52 .
  • Benson , D.J. 1991 . “ Representations and cohomology I ” . In Basic Representation Theory of Finite Groups and Associative Algebras , Vol. 30 , Cambridge University Press . Cambridge Studies in Advanced Mathematics
  • Carlson , J.F. 1983 . The cohomology of irreducible modules over SL(2,pn ) . Proc. London Math. Soc , 47 : 480 – 492 .
  • Erdmann , K. 1983 . Projective modules in blocks with elementary abelian defect groups . Math. Z , 183 : 177 – 215 .
  • Erdmann , K. 1990 . Blocks of Tame Representation Type and Related Algebras , Berlin : Springer . Lecture Notes in Mathematics 1428
  • Feit , W. 1982 . The Representation Theory of Finite Groups , Amsterdam : North-Holland .
  • Koshita , H. 1994 . Quiver and relations for SL(2,2 n ) in characteristic 2 . J. Pure Appl. Algebra , 97 : 313 – 324 .
  • Pierce , R.S. 1982 . Associative Algebras , New York : Springer . Graduate Texts in Mathematics 88
  • Upadhyaya , B.S. 1978 . Composition factors of the principal indecomposable modules for the special linear group SL(2,q) . J. London Math. Soc , 17 : 437 – 445 .

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