16 citations · 147 across the 35 of their papers we have counts for
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math.GR2009
A remarkable family of left ordered groups: central extensions of Hecke groups
Andrés Navas
We provide an infinite family of left-ordered groups, all of which have a positive cone that is finitely generated as a semigroup. This family includes the Klein bottle group and t…
math.GR2009★ 3 cited
Nielsen-Thurston orderings and the space of braid orderings
Andres Navas, Bert Wiest
We study the topological space of left-orderings of the braid group, and its subspace of Nielsen-Thurston orderings. Our main result is that no Nielsen-Thurston ordering is isolate…
math.GR2009★ 16 cited
A new characterization of Conrad's property for group orderings, with applications
Adam Clay, Andrés Navas, Cristóbal Rivas
We provide a pure algebraic version of the dynamical characterization of Conrad's property. This approach allows dealing with general group actions on totally ordered spaces. As an…