  
  
                                     [1m[4m[31m[1mRepsn[1m[4m[31m[0m
  
  
      [1m[4m[31mA [1mGAP[1m[4m[31m4 Package for constructing representations of finite groups  [0m
  
  
                                  Version 2.0
  
  
                                  January 2006
  
  
                           Vahid Dabbaghian-Abdoly  
  
  
  
  Vahid Dabbaghian-Abdoly  
      Email:    [34mmailto: vdabbagh@math.carleton.ca[0m
      Homepage: [34mhttp://www.math.carleton.ca/~vdabbagh[0m
      Address:  School of Mathematics and Statistics,
                Carleton University,
                Ottawa, Ontario,
                K1S 5B6 Canada.
  
  
  
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  [1m[4m[31mCopyright[0m
  (C) 2004 Vahid Dabbaghian-Abdoly.
  
  
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  [1m[4m[31mAcknowledgements[0m
  This  package was obtained during my Ph.D. studies at Carleton University. I
  would  like  to  express  deep  gratitude to my supervisor Professor John D.
  Dixon  whose guidance and support were crucial for the successful completion
  of  this  project.  I  also  thank Professor Charles Wright and referees for
  pointing out some important comments to improve [1mRepsn[0m.
  
  This  documentation was prepared with the [1mGAPDoc[0m package by Frank Lübeck and
  Max Neunhöffer.
  
  
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  [1m[4m[31mContent (repsn)[0m
  
  1. Introduction
  2. Irreducible Representations
    2.1 Constructing Representations
      2.1-1 IrreducibleAffordingRepresentation
      2.1-2 IsAffordingRepresentation
    2.2 Induction
      2.2-1 InducedSubgroupRepresentation
    2.3 Extension
      2.3-1 ExtendedRepresentation
      2.3-2 ExtendedRepresentationNormal
    2.4 Character Subgroups
      2.4-1 CharacterSubgroupRepresentation
      2.4-2 IsCharacterSubgroup
      2.4-3 AllCharacterPSubgroups
      2.4-4 AllCharacterStandardSubgroups
      2.4-5 AllCharacterSubgroups
    2.5 Equivalent Representation
      2.5-1 EquivalentRepresentation
  3. Reducible Representations
    3.1 Constituents of Representations
      3.1-1 ConstituentsOfRepresentation
      3.1-2 IsReducibleRepresentation
    3.2 Block Representations
      3.2-1 EquivalentBlockRepresentation
  
  
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