Finitely presented dynamical systems

@inproceedings{Fried1987FinitelyPD,
  title={Finitely presented dynamical systems},
  author={David Fried},
  year={1987}
}
We extend results of Bowen and Manning on systems with good symbolic dynamics In particular we identify the class of dynamical systems that admit Markov partitions For these systems the Manning-Bowen method of counting penodic points is explained in terms of topological coincidence numbers We show, in particular, that an expansive system with a finite cover by rectangles has a rational zeta function We first recall some of the theory of expansive homeomorpmsms, as presented for instance in [DGS… CONTINUE READING

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