Book:John S. Rose/A Course on Group Theory

Subject Matter

 * Group Theory

Contents

 * Preface (Newcastle upon Tyne, 26 May 1976)


 * 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



Source work progress
* : $2$: Examples of Groups and Homomorphisms: $2.3$