Geometry and Cohomology in Group Theory

1. On the cohomology of SL2(Z[1/p]) A. Adem and N. Naffah; 2. Cohomology of sporadic groups, finite loop spaces and the Dickson Invariants D. J. Benson; 3. Kernels of actions on non-positively curved spaces R. Bieri and R. Geoghegan; 4. Cyclic groups acting on free Lie algebras R. M. Bryant; 5. Cohomology, representations and quotient categories of modules J. F. Carlson; 6. Protrees and L-trees I. M. Chiswell; 7. Homological techniques for strongly graded rings: a survey J. Cornick; 8. Buildings are CAT(0) M. W. Davis; 9. On subgroups of Coxeter groups W. Dicks and I. J. Leary; 10. The p-primary Farrell cohomology of Out(Fp-1) H. H. Glover, G. Mislin and S. N. Voon; 11. On Tychonoff groups R. I. Grigorchuk; 12. Word growth of Coxeter groups D. L. Johnson; 13. Poly-surface groups F. E. A. Johnson; 14. Analytic versions of the zero divisor conjecture P. A. Linnell; 15. On the geometric invariants of soluble groups of finite Prüfer rank H. Meinert; 16. Some constructions relating to hyperbolic groups K. V. Mikhajlovskii and A. Yu. Ol'shanskii; 17. Free actions of Abelian groups on groups P. M. Neumann and P. J. Rowley; 18. Finitely presented soluble groups J. S. Wilson.