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FINITE REDUCTIVE GROUPS Let G be a connected reductive algebraic group over Fandlet Fbe a Frobenius map of G
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Classroom Contents
Representation Theory for Groups of Lie Type I
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- 1 Intro
- 2 THE CLASSIFICATION OF THE FINITE SIMPLE GROUPS
- 3 THE FINITE CLASSICAL GROUPS Examples for finite groups of Lie lype are the finite dassical
- 4 EXCEPTIONAL GROUPS
- 5 THE ORDERS OF SOME FINITE GROUPS OF LIE TYPE
- 6 FINITE GROUPS OF LIE TYPE VS. FINITE REDUCTIVE GROUPS
- 7 FINITE REDUCTIVE GROUPS Let G be a connected reductive algebraic group over Fandlet Fbe a Frobenius map of G
- 8 EXAMPLE: THE UNITARY GROUPS
- 9 THE LANG-STEINBERG THEOREM
- 10 MAXIMAL TORI AND THE WEYL GROUP
- 11 MAXIMAL TORI OF FINITE REDUCTIVE GROUPS
- 12 THE CLASSIFICATION OF MAXIMAL TORI
- 13 BN-PATRS
- 14 COXETER GROUPS
- 15 EXAMPLES FOR PARABOLIC SURGROUPS. IT
