(Department of Mathematics & Statistics Auburn University, Alabama 36849, USA, 2006)
Block, Louis
;
Jakimovik, Slagjana
;
Keesling, James
In this paper, we consider inverse limit spaces (I, fs) where the bonding map fs is a tent map with s ∈
(√2, 2]. We make a conjecture concerning homeomorphisms of (I, fs). We show that if our conjecture is true, then Ingram’s conjecture holds.