## Symposium on Group Theory: abstracts of lectures Department of Mathematics, Harvard University, April 1-3, 1963 |

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### Contents

Finite groups of Lie type CW Curtis | 5 |

Transitive subgroups of unitary groups J McLaughlin | 9 |

The pstability of the groups GLnq J Walter | 16 |

9 other sections not shown

### Common terms and phrases

2-Sylow group 2-Sylow subgroup abelian algebra block Brauer characters character of G complex numbers conjugate contains a subgroup convex corresponding decomposition numbers defined denote dihedral Sylow 2-subgroups elementary abelian elements g elements of G field of characteristic finite group finitely generated group following theorem functions G contains G is isomorphic G satisfies G-module group G group of G group of order group with dihedral groups of odd groups satisfying Hall homomorphism induction integers involution irreducible characters irreducible representations isomorphic to PSL(2,q lemma Let G linear groups locally nilpotent group modular characters normal 2-complement normal subgroup odd order order g ordinary characters p-elements p-group p-stable relative prime number principal 2-block proper subgroup q odd Ree groups representation of degree representations have degree set of roots simple group soluble groups solvable subgroup H subgroup of G subgroup of index subspace system normalizers Theorem TI)-group valuation vector space Weyl group