Groups St. Andrews 2009 in Bath, Volume 2

Introduction C. M. Campbell and E. F. Robertson
1. Algorithms for matrix groups E. A. O'Brien
2. Residual properties of 1-relator groups Mark Sapir
3. Words and groups Dan Segal
4. The modular isomorphism problem for the groups of order 512 Bettina Eick and Alexander Konovalov
5. Recent progress in the symmetric generation of groups Ben Fairbairn
6. Discriminating groups: a comprehensive overview Benjamin Fine, Anthony M. Gaglione, Alexei Myasnikov, Gerhard Rosenberger and Dennis Spellman
7. Extending the Kegel–Wielandt theorem through π-decomposable groups L. S. Kazarin, A. Martínez-Pastor and M. D. Pérez-Ramos
8. On the prime graph of a finite group Behrooz Khosravi
9. Applications of Lie rings with finite cyclic grading E. I. Khukhro
10. Pronormal subgroups and transitivity of some subgroup properties Leonid A. Kurdachenko, Javier Otal and Igor Ya. Subbotin
11. On Engel and positive laws O. Macedońska and W. Tomaszewski
12. Maximal subgroups of odd index in finite groups with simple classical socle N. V. Maslova
13. Some classic and nearly classic problems on varieties of groups Peter M. Neumann
14. Generalizations of the Sylow theorem Danila O. Revin and Evgeny P. Vdovin
15. Engel groups Gunnar Traustason
16. Lie methods in Engel groups Michael Vaughan-Lee
17. On the degree of commutativity of p-groups of maximal class A. Vera-López and M. A. García-Sánchez
18. Class preserving automorphisms of finite p-groups: a survey Manoj K. Yadav
19. Symmetric colorings of finite groups Yuliya Zelenyuk.