p-Automorphisms of Finite p-Groups

• Preface; Introduction; 1. Preliminaries; 2. Automorphisms and their fixed points; 3. Nilpotent and soluble groups; 4. Finite p-groups; 5. Lie rings; 6. Associated Lie rings; 7. Regular automorphisms of Lie rings; 8. Almost regular automorphism of order p: almost nilpotency of p-bounded class; 9. The Baker–Hausdorff formula and nilpotent Q-powered groups; 10. The correspondences of A.I. Mal'cev and M. Lazard; 11. Powerful p-groups; 12. Almost regular automorphism of order p^n: almost solubility of p^n-bounded derived length; 13. p-Automorphisms with p fixed points; 14. Automorphism of order p with p^m fixed points: almost nilpotency of m-bounded class; Bibliography; Index.

'This is a beautiful book. … this book is a delightful introduction to very general techniques in group theory.' Bulletin of the London Mathmatical Society