By Brian Marcus and Ronnie Pavlov

Given an equilibrium state *\mu* for a continuous function *f* on a shift of finite type *X*, the pressure of *f* is the integral, with respect to *\mu*, of the sum of *f* and the information function of *\mu*. We show that under certain assumptions on *f*, *X* and an... Show more

January 13, 2014

Loading full text...

Similar articles

Loading recommendations...

x1

An integral representation for topological pressure in terms of conditional probabilities

Click on play to start listening