Homeomorphisms of unimodal inverse limit spaces with a non-recurrent critical point, (CROSBI ID 181131)
Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija
Podaci o odgovornosti
Block, Louis ; Keesling, James ; Raines, Brian ; Štimac, Sonja
engleski
Homeomorphisms of unimodal inverse limit spaces with a non-recurrent critical point,
Let T be a tent map with the slope strictly between \sqrt 2 and 2. Suppose that the critical point of T is not recurrent. Let K denote the inverse limit space obtained by using T repeatedly as the bonding map. We prove that every homeomorphism of K to itself is isotopic to some power of the natural shift homeomorphism.
attractor; invariant set; inverse limits; unimodal; continuum; indecomposable
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Podaci o izdanju
156 (15)
2009.
2417-2425
objavljeno
0166-8641
10.1016/j.topol.2009.06.006