Now showing items 1-3 of 3

    • Finite rigid sets in curve complexes 

      ARAMAYONA, JAVIER; LEININGER, CHRISTOPHER J. (World Scientific Pub Co Pte Lt, 2013-06-01)
      We prove that curve complexes of surfaces are finitely rigid: for every orientable surface S of finite topological type, we identify a finite subcomplex X of the curve complex C(S) such that every locally injective simplicial ...
    • Injections of mapping class groups 

      Aramayona, Javier; Leininger, Christopher J; Souto, Juan (Mathematical Sciences Publishers, 2009-07-02)
      We construct new monomorphisms between mapping class groups of surfaces. The first family of examples injects the mapping class group of a closed surface into that of a different closed surface. The second family of examples ...
    • Simplicial embeddings between pants graphs 

      Aramayona, Javier (Springer Nature, 2009-06-09)
      We prove that, except in some low-complexity cases, every locally injective simplicial map between pants graphs is induced by a pi (1)-injective embedding between the corresponding surfaces.