Computational and Geometric Aspects of Modern Algebra

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Forword Participants 1. Lie methods in growth of groups and groups of finite width Laurent Bartholdi and Rostislav I. Grigorchuk 2. Translation numbers of groups acting on quasiconvex spaces Gregory R. Conner 3. On a term rewriting system controlled by sequences of integers Ales Drapal 4. On certain finite generalized tetrahedron groups M. Edjvet, G. Rosenberger, M. Stille and R. M. Thomas 5. Efficient computation in word-hyperbolic groups David B. A. Epstein and Derek F. Holt 6. Constructing hyperbolic manifolds B. Everitt and C. Maclachlan 7. Computing in groups with exponent six George Havas, M. F. Newman, Alice C. Niemeyer and Charles C. Sims 8. Rewriting as a special case of non-commutative Grobner basis theory Anne Heyworth 9. Detecting 3-manifold presentations Cynthia Hog-Angeloni 10. In search of a word with special combinatorial properties Stepan Holub 11. Cancellation diagrams with non-positive curvature Gunther Huck and Stephan Rosebrock 12. Some applications of prefix-rewriting in monoids, groups and rings Klaus Madlener and Friedrich Otto 13. Verallgemeinerte biasinvarianten und ihre berechnung Wolfgang Metzler 14. On groups which act freely and properly on finite dimensional homotopy spheres Guido Mislin and Olympia Talelli 15. On confinal dynamics of rooted tree automorphisms V. V. Nekrashevych and V. I. Suchansky 16. An asymptotic invariant of surface groups Amnon Rosenmann 17. A cutpoint tree for a continuum Eric L. Swenson 18. Generalised triangle groups of type (2, m, 2) Alun G. T. Williams.

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