Abstract
We consider a family of skew tent maps fa on the unit interval, determined by the parameter a, with 0<a<1. We give a decision procedure, that on input a and a point x0 in the unit interval, determines whether or not the sequence x0,fa(x0),fa2(x0),... of iterates of fa on x0 reaches one of the two fixed points of fa after a finite number of iterations.
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