  The tent map family is arguably the simplest 1-parametric family of maps with
non-trivial dynamics and it is still an active subject of research. In recent
works the second author, jointly with J. Yorke, studied the graph and backward
limits of S-unimodal maps. In this article we generalize those results to
tent-like unimodal maps. By tent-like here we mean maps that share fundamental
properties that characterize tent maps, namely unimodal maps without wandering
intervals nor attracting cycles and whose graph has a finite number of nodes.

Dynamical Systems