Book contents
- Frontmatter
- Contents
- Preface
- Introduction
- 17 A survey of recent results on projective representations of the symmetric groups
- 18 Some applications of graded diagrams in combinatorial group theory
- 19 Rational growth of wreath products
- 20 The modular group and generalized Farey graphs
- 21 On the n-centre of a group
- 22 Existentially closed finitary linear groups
- 23 Permutability and subnormality of subgroups
- 24 Some applications of powerful p-groups
- 25 Combinatorial aspects of finitely generated virtually free groups
- 26 Problems in loop theory for group theorists
- 27 Sylow theory of CC-groups: a survey
- 28 On the minimal number of generators of certain groups
- 29 Lie properties of modular group algebras
- 30 Observations on a conjecture of Hans Zassenhaus
- 31 The Fibonacci groups revisited
- 32 Galois groups
- 33 Infinite simple permutation groups - a survey
- 34 Polynomial 2-cocyles
17 - A survey of recent results on projective representations of the symmetric groups
Published online by Cambridge University Press: 13 March 2010
- Frontmatter
- Contents
- Preface
- Introduction
- 17 A survey of recent results on projective representations of the symmetric groups
- 18 Some applications of graded diagrams in combinatorial group theory
- 19 Rational growth of wreath products
- 20 The modular group and generalized Farey graphs
- 21 On the n-centre of a group
- 22 Existentially closed finitary linear groups
- 23 Permutability and subnormality of subgroups
- 24 Some applications of powerful p-groups
- 25 Combinatorial aspects of finitely generated virtually free groups
- 26 Problems in loop theory for group theorists
- 27 Sylow theory of CC-groups: a survey
- 28 On the minimal number of generators of certain groups
- 29 Lie properties of modular group algebras
- 30 Observations on a conjecture of Hans Zassenhaus
- 31 The Fibonacci groups revisited
- 32 Galois groups
- 33 Infinite simple permutation groups - a survey
- 34 Polynomial 2-cocyles
Summary
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- Groups St Andrews 1989 , pp. 251 - 257Publisher: Cambridge University PressPrint publication year: 1991
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