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Preprint Number 780
780. Rizos Sklinos On ampleness and pseudo-Anosov homeomorphisms in the free group E-mail: Submission date: 30 September 2014. Abstract: [22 pages, 2 figures. To appear in the Turkish Journal of Mathematics. Replaces arXiv:1205.4662]
We use pseudo-Anosov homeomorphisms of surfaces in order to prove that the
first order theory of non abelian free groups, T_{fg}, is n-ample
for any
n inω. This result adds to the work of Pillay, that proved that
T_{fg}
is non CM-trivial. The sequence witnessing ampleness is a sequence of
primitive elements in F_ω. Mathematics Subject Classification: Keywords and phrases: |
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