Book contents
- Frontmatter
- Contents
- Preface
- List of Participants
- On the Cohomology of SL2(ℤ[1/p])
- Cohomology of Sporadic Groups, Finite Loop Spaces, and the Dickson Invariants
- Kernels of Actions on Non-positively Curved Spaces
- Cyclic Groups Acting on Free Lie Algebras
- Cohomology, Representations and Quotient Categories of Modules
- Protrees and Λ-trees
- Homological Techniques for Strongly Graded Rings: A Survey
- Buildings are CAT(0)
- On Subgroups of Coxeter Groups
- The p-primary Farrell Cohomology of Out(Fp–1)
- On Tychonoff Groups
- Word Growth of Coxeter Groups
- Poly-surface Groups
- Analytic Versions of the Zero Divisor Conjecture
- On the Geometric Invariants of Soluble Groups of Finite Prüfer Rank
- Some Constructions Relating to Hyperbolic Groups
- Free Actions of Abelian Groups on Groups
- Finitely Presented Soluble Groups
The p-primary Farrell Cohomology of Out(Fp–1)
Published online by Cambridge University Press: 01 April 2010
Book contents
- Frontmatter
- Contents
- Preface
- List of Participants
- On the Cohomology of SL2(ℤ[1/p])
- Cohomology of Sporadic Groups, Finite Loop Spaces, and the Dickson Invariants
- Kernels of Actions on Non-positively Curved Spaces
- Cyclic Groups Acting on Free Lie Algebras
- Cohomology, Representations and Quotient Categories of Modules
- Protrees and Λ-trees
- Homological Techniques for Strongly Graded Rings: A Survey
- Buildings are CAT(0)
- On Subgroups of Coxeter Groups
- The p-primary Farrell Cohomology of Out(Fp–1)
- On Tychonoff Groups
- Word Growth of Coxeter Groups
- Poly-surface Groups
- Analytic Versions of the Zero Divisor Conjecture
- On the Geometric Invariants of Soluble Groups of Finite Prüfer Rank
- Some Constructions Relating to Hyperbolic Groups
- Free Actions of Abelian Groups on Groups
- Finitely Presented Soluble Groups
Summary
A summary is not available for this content so a preview has been provided. Please use the Get access link above for information on how to access this content.
- Type
- Chapter
- Information
- Geometry and Cohomology in Group Theory , pp. 161 - 169Publisher: Cambridge University PressPrint publication year: 1998
- 2
- Cited by