Robert Bieri and Ralph Strebel

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· Mathematical Surveys and Monographs Libro 215 · American Mathematical Soc.
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Richard Thompson's famous group F has the striking property that it can be realized as a dense subgroup of the group of all orientation-preserving homeomorphisms of the unit interval, but it can also be given by a simple 2-generator-2-relator presentation, in fact as the fundamental group of an aspherical complex with only two cells in each dimension.

This monograph studies a natural generalization of F that also includes Melanie Stein's generalized F-groups. The main aims of this monograph are the determination of isomorphisms among the generalized F

-groups and the study of their automorphism groups.

This book is aimed at graduate students (or teachers of graduate students) interested in a class of examples of torsion-free infinite groups with elements and composition that are easy to describe and work with, but have unusual properties and surprisingly small presentations in terms of generators and defining relations.

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Robert Bieri: Johann Wolfgang Goethe-Universität Frankfurt, Frankurt am Main, Germany,
Ralph Strebel: Université de Fribourg, Fribourg, Switzerland

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