Book contents
- Frontmatter
- Contents
- CONTENTS OF VOLUME II
- Preface
- Introduction
- 1 Triply factorized groups
- 2 An introduction to a class of two relator groups
- 3 An infinite family of nonabelian simple table algebras not induced by finite nonabelian simple groups
- 4 Horace Y Mochizuki: In Memoriam
- 5 Bounds on character degrees and class numbers of finite non-abelian simple groups
- 6 Finite presentability and Heisenberg representations
- 7 On nilpotent groups acting on Klein surfaces
- 8 Some algorithms for polycyclic groups
- 9 On the regularity conditions for coloured graphs
- 10 Multiplet classification of highest weight modules over quantum universal enveloping algebras: the Uq(SL(3,C)) example
- 11 Solutions of certain sets of equations over groups
- 12 Generalizing algebraic properties of Fuchsian groups
- 13 A theorem on free products of special abelian groups
- 14 Schur algebras and general linear groups
- 15 On Coxeter's groupsp,q,r
- 16 Integral dimension subgroups
1 - Triply factorized groups
Published online by Cambridge University Press: 05 April 2013
Book contents
- Frontmatter
- Contents
- CONTENTS OF VOLUME II
- Preface
- Introduction
- 1 Triply factorized groups
- 2 An introduction to a class of two relator groups
- 3 An infinite family of nonabelian simple table algebras not induced by finite nonabelian simple groups
- 4 Horace Y Mochizuki: In Memoriam
- 5 Bounds on character degrees and class numbers of finite non-abelian simple groups
- 6 Finite presentability and Heisenberg representations
- 7 On nilpotent groups acting on Klein surfaces
- 8 Some algorithms for polycyclic groups
- 9 On the regularity conditions for coloured graphs
- 10 Multiplet classification of highest weight modules over quantum universal enveloping algebras: the Uq(SL(3,C)) example
- 11 Solutions of certain sets of equations over groups
- 12 Generalizing algebraic properties of Fuchsian groups
- 13 A theorem on free products of special abelian groups
- 14 Schur algebras and general linear groups
- 15 On Coxeter's groupsp,q,r
- 16 Integral dimension subgroups
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- Groups St Andrews 1989 , pp. 1 - 13Publisher: Cambridge University PressPrint publication year: 1991
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