Strongly t-logarithmic t-generating sets: Geometric properties of some soluble groups

Details Strongly t-logarithmic t-generating sets: Geometric properties of some soluble groups Strongly t-logarithmic t-generating sets: Geometric properties of some soluble groups

2008-08-20

arxiv.org/abs/0808.2789v1

Mathematics

Group Theory

34 pages

Scientific paper

We introduce the concept of a strongly t-logarithmic t-generating set for a
Z[t,t^{-1}]-module, which enables us to prove that a large class of soluble
groups are not almost convex. We also prove some results about dead-end depth.

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