Groups St Andrews 1989: Volume 1C. M. Campbell, E. F. Robertson Cambridge University Press, 1991 M03 21 - 264 pages These two volumes contain selected papers presented at the international conference on group theory held at St. Andrews in 1989. The themes of the conference were combinatorial and computational group theory; leading group theorists, including J.A. Green, N.D. Gupta, O.H. Kegel and J.G. Thompson, gave courses whose content is reproduced here. Also included are refereed papers presented at the meeting. |
Contents
III | 1 |
IV | 14 |
V | 29 |
VI | 38 |
VII | 46 |
VIII | 52 |
IX | 65 |
X | 76 |
XII | 87 |
XIII | 105 |
XIV | 124 |
XV | 148 |
XVI | 155 |
XVII | 211 |
XVIII | 214 |
XI | 84 |
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Common terms and phrases
abelian algebraic genus algorithm assume automorphism groups Bachmuth Baumslag bideterminants coloured graphs conjugate Corollary curvature defined Definition denote Dn(G elements epimorphic Euler characteristic example factor group finite group finite index finitely presented free group free product free subgroup Fuchsian groups Gilbert Baumslag given group G group of automorphisms group of F-type group rings group theory Gupta H₁ hence highest weight homomorphism induction integer irreducible isomorphic KG-module Klein surfaces label Lemma Let G linear m₁ Magnus Math matrix metabelian group modules multiplets NEC group nilpotent group non-trivial nonabelian nonabelian simple normal subgroup one-relator products p-group Pm(r polycyclic groups Proc product of cyclics proof proved quotient residually finite result Riemann surfaces Schur Section solvable St Andrews subgroup of finite subgroup of G subset supersoluble table algebras Theorem torsion-free Uq(G vertex Yn(G