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Geometry and cohomology in group theory. (English) Zbl 0991.00031

London Mathematical Society Lecture Note Series. 252. Cambridge: Cambridge University Press. xii, 316 p. (1998).

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The articles of this volume will be reviewed individually.
Indexed articles:
Adem, Alejandro; Naffah, Nadim, On the cohomology of \(\text{SL}_2(\mathbb{Z}[1/p])\), 1-9 [Zbl 0913.20033]
Benson, David J., Cohomology of sporadic groups, finite loop spaces, and the Dickson invariants, 10-23 [Zbl 0928.55017]
Bieri, Robert; Geoghegan, Ross, Kernels of actions on non-positively curved spaces, 24-38 [Zbl 0939.57003]
Bryant, R. M., Cyclic groups acting on free Lie algebras, 39-44 [Zbl 0974.17003]
Carlson, Jon F., Cohomology, representations and quotient categories of modules, 45-73 [Zbl 0940.20009]
Chiswell, I. M., Protrees and \(\Lambda\)-trees, 74-87 [Zbl 0918.20010]
Cornick, Jonathan, Homological techniques for strongly graded rings: A survey, 88-107 [Zbl 0916.16021]
Davis, Michael W., Buildings are \(\text{CAT}(0)\), 108-123 [Zbl 0978.51005]
Dicks, Warren; Leary, Ian J., On subgroups of Coxeter groups, 124-160 [Zbl 0913.20031]
Glover, H. H.; Mislin, G.; Voon, S. N., The \(p\)-primary Farrell cohomology of \(\text{Out}(F_{p-1})\), 161-169 [Zbl 0907.55007]
Grigorchuk, R. I., On Tychonoff groups, 170-187 [Zbl 0908.43001]
Johnson, D. L., Word growth of Coxeter groups, 188-189 [Zbl 0923.20034]
Johnson, Francis, Poly-surface groups, 190-208 [Zbl 0943.20033]
Linnell, Peter A., Analytic versions of the zero divisor conjecture, 209-248 [Zbl 0913.20003]
Meinert, Holger, On the geometric invariants of soluble groups of finite Prüfer rank, 249-262 [Zbl 0913.20024]
Mikhajlovskij, K. V.; Ol’shanskij, A. Yu., Some constructions relating to hyperbolic groups, 263-290 [Zbl 0910.20025]
Neumann, Peter M.; Rowley, Peter J., Free actions of Abelian groups on groups, 291-295 [Zbl 0952.20022]
Wilson, John S., Finitely presented soluble groups, 296-316 [Zbl 0908.20025]

MSC:

00B25 Proceedings of conferences of miscellaneous specific interest
20-06 Proceedings, conferences, collections, etc. pertaining to group theory
11F75 Cohomology of arithmetic groups
22E41 Continuous cohomology of Lie groups
20Jxx Connections of group theory with homological algebra and category theory
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