Zero capacity region of multidimensional run length constraints.
Zero Krengel entropy does not kill Poisson entropy
We prove that the notions of Krengel entropy and Poisson entropy for infinite-measure-preserving transformations do not always coincide: We construct a conservative infinite-measure-preserving transformation with zero Krengel entropy (the induced transformation on a set of measure 1 is the Von Neumann–Kakutani odometer), but whose associated Poisson suspension has positive entropy.
Zero-dispersion limit for integrable equations on the half-line with linearisable data.
Zeta functions of rational functions are rational.
Zeta-functions and transfer-operators for piecewise linear transformations.
Zeta-Functions for Expanding Maps and Anosov Flows.
Zig-zag dynamical systems and the Baker-Campbell-Hausdorff formula