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Beschreibung
Preface
0 Some conventions and some basic facts
1 Introduction to finite group theory
2 Examples of groups and homomorphisms
3 "Normal subgroups, homomorphisms and quotients"
4 Group actions on sets
5 Finite p-groups and Sylow's theorem
6 Groups of even orders
7 Series
8 Direct products and the structure of finitely generated abelian groups
9 Group actions on groups
10 Transfer and splitting theorems
11 Finite nilpotent and soluble groups
References
Index of notation
Index of subjects
0 Some conventions and some basic facts
1 Introduction to finite group theory
2 Examples of groups and homomorphisms
3 "Normal subgroups, homomorphisms and quotients"
4 Group actions on sets
5 Finite p-groups and Sylow's theorem
6 Groups of even orders
7 Series
8 Direct products and the structure of finitely generated abelian groups
9 Group actions on groups
10 Transfer and splitting theorems
11 Finite nilpotent and soluble groups
References
Index of notation
Index of subjects
Preface
0 Some conventions and some basic facts
1 Introduction to finite group theory
2 Examples of groups and homomorphisms
3 "Normal subgroups, homomorphisms and quotients"
4 Group actions on sets
5 Finite p-groups and Sylow's theorem
6 Groups of even orders
7 Series
8 Direct products and the structure of finitely generated abelian groups
9 Group actions on groups
10 Transfer and splitting theorems
11 Finite nilpotent and soluble groups
References
Index of notation
Index of subjects
0 Some conventions and some basic facts
1 Introduction to finite group theory
2 Examples of groups and homomorphisms
3 "Normal subgroups, homomorphisms and quotients"
4 Group actions on sets
5 Finite p-groups and Sylow's theorem
6 Groups of even orders
7 Series
8 Direct products and the structure of finitely generated abelian groups
9 Group actions on groups
10 Transfer and splitting theorems
11 Finite nilpotent and soluble groups
References
Index of notation
Index of subjects