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- Some Questions About P-Groups 363 That If \G\ Is Divisible by Pk (G Need Not Be Ap-Group), Then | Aut(G)| Is Divisible By, Roughly, P^
- Finite Groups in Which Sylow 2-Subgroups Are Abelian and Centralizers of Involutions Are Solvable
- The Hidden Subgroup Problem - Review and Open Problems
- Control of Fusion by Abelian Subgroups of the Hyperfocal Subgroup
- The Modular Representation Theory of Finite Groups David A. Craven
- Focal Series in Finite Groups
- Modular Representations, Old And
- A Generalization of Sylow's Third Theorem
- Lecture Notes on Sylow Theorems
- Character-Theoretic Transfer*
- Some Finite Groups Which Appear As Gal L/K, Where K E A(,~,,)
- P*-Theory and Modular Representation Theory
- On Finite Groups with Conditions on the Centralizers of P-Elements
- Simple Groups and the Classification Problem (Part
- (PART I) 1. the Journey Continues 1.1. What Makes This So Important. in Group Theory:A Firs
- (Finite) P-Groups
- Finite Group Theory
- SOME NECESSARY and SUFFICIENT CONDITIONS for P-NILPOTENCE of FINITE GROUPS
- Pseudo Sylow Numbers
- Representation Theory CT, Lent 2005
- The Power Structure of P-Groups. I
- Shor's Algorithm and the Hidden Subgroup Problem
- G/H 1| = Pn−1 and by Induction Hypothesis, There Is a Normal Chain
- A Nonabelian Normal Subgroup with a Core- Free Projective Image