Add to ORKGAn interval map with holes is a mathematical model which is used in the study of nonequilibrium statistical mechanics. We use Ulam's method to approximate the escape rate for an interval map with holes and find a bound on the approximation error
For a fixed initial reference measure, we study the dependence of the escape rate on the hole for a ...
We introduce the Markov extension, represented schematically as a tower, to the study of dynamical s...
We will discuss a dichotomy pertaining to escape rates in dynamical systems. This dichotomy pertain...
An interval map with holes is a mathematical model which is used in the study of nonequilibrium stat...
Let T be a piecewise expanding interval map and T H be an abstract perturbation of T into an interva...
We study the escape rate for the Farey map, an infinite measure preserving system, with a hole inclu...
Ulam's method is a rigorous numerical scheme for approximating invariant densities of dynamical syst...
We study the escape dynamics in the presence of a hole of a standard family of intermittent maps of ...
We provide escape rates formulae for piecewise expanding interval maps with 'random holes'. Then we ...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
Funding: MD is partially supported by NSF grant DMS 1800321.We consider multimodal maps with holes a...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
International audienceThis paper discusses possible approaches to the escape rate in infinite lattic...
MD was partially supported by NSF grants DMS 1101572 and DMS 1362420. MT was partially supported by ...
In this article, we study piecewise linear discretization schemes for transfer operators (PerronFrob...
For a fixed initial reference measure, we study the dependence of the escape rate on the hole for a ...
We introduce the Markov extension, represented schematically as a tower, to the study of dynamical s...
We will discuss a dichotomy pertaining to escape rates in dynamical systems. This dichotomy pertain...
An interval map with holes is a mathematical model which is used in the study of nonequilibrium stat...
Let T be a piecewise expanding interval map and T H be an abstract perturbation of T into an interva...
We study the escape rate for the Farey map, an infinite measure preserving system, with a hole inclu...
Ulam's method is a rigorous numerical scheme for approximating invariant densities of dynamical syst...
We study the escape dynamics in the presence of a hole of a standard family of intermittent maps of ...
We provide escape rates formulae for piecewise expanding interval maps with 'random holes'. Then we ...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
Funding: MD is partially supported by NSF grant DMS 1800321.We consider multimodal maps with holes a...
Abstract. We provide escape rates formulae for piecewise expanding interval maps with ‘random holes’...
International audienceThis paper discusses possible approaches to the escape rate in infinite lattic...
MD was partially supported by NSF grants DMS 1101572 and DMS 1362420. MT was partially supported by ...
In this article, we study piecewise linear discretization schemes for transfer operators (PerronFrob...
For a fixed initial reference measure, we study the dependence of the escape rate on the hole for a ...
We introduce the Markov extension, represented schematically as a tower, to the study of dynamical s...
We will discuss a dichotomy pertaining to escape rates in dynamical systems. This dichotomy pertain...