Can I read p-Automorphisms of Finite p-Groups (London Mathematical Society Lecture Note Series, Series Number 246) on EtoBox?

p-Automorphisms of Finite p-Groups (London Mathematical Society Lecture Note Series, Series Number 246) by Evgenii Ivanovich Khukhro is a book available to read on EtoBox.

What is p-Automorphisms of Finite p-Groups (London Mathematical Society Lecture Note Series, Series Number 246) about?

This Book Provides A Detailed But Concise Account Of The Theory Of Structure Of Finite P-groups Admitting P-automorphisms With Few Fixed Points. The Relevant Preliminary Material On Lie Rings Is Introduced And The Main Theorems Of The Book On The Solubility Of Finite P-groups Are Then Presented. The Proofs Involve Notions Such As Viewing Automorphisms As Linear Transformations, Associated Lie Rings, Powerful P-groups, And The Correspondences Of A. I. Mal'cev And M. Lazard Given By The Baker–hausdorff Formula. Many Exercises Are Included. This Book Is Suitable For Graduate Students And Researchers Working In The Fields Of Group Theory And Lie Rings. Ch. 1. Preliminaries -- Ch. 2. Automorphisms And Their Fixed Points -- Ch. 3. Nilpotent And Soluble Groups -- Ch. 4. Finite P-groups -- Ch. 5. Lie Rings -- Ch. 6. Associated Lie Rings -- Ch. 7. Regular Automorphisms Of Lie Rings -- Ch. 8. Almost Regular Automorphisms Of Order P: Almost Nilpotency Of P-bounded Class -- Ch. 9. The Baker-hausdorff Formula And Nilpotent Q-powered Groups -- Ch. 10. The Correspondences Of A.i. Mal'cev And M. Lazard -- Ch. 11. Powerful P-groups -- Ch. 12. Almost Regular Automorphism Of Order P[superscript N]: A

Author

Evgenii Ivanovich Khukhro

Publisher

Cambridge ; New York: Cambridge University Press

Published

1998

Language

EN

ISBN

9780511526008

Subjects

Mathematics, Stem