Add to ORKGPolynomial decay of correlations typically happens for intermittent maps with respect to Gibbs measures associated to (piecewise) Holder continuous potentials with exponent greater than 1:
In its classical version, the theory of large deviations makes quantitative statements about the pro...
We study the ergodic and statistical properties of a class of maps of the circle and of the interval...
Established stochastic models for discrete-time long-memory processes are linear and Gaussian and co...
We consider multimodal C^3 interval maps f satisfying a summability condition on the derivatives D_n...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
Abstract. We consider a piecewise smooth expanding map f on the unit interval that has the form f(x)...
International audienceWe give conditions under which nonuniformly expanding maps exhibit a lower bou...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
Abstract We prove exponential decay of correlations for f where f belongs in a positive measure ...
Intermittent maps of Pomeau-Manneville type are well-studied in one-dimension, and also in higher di...
Intermittent maps of Pomeau-Manneville type are well-studied in one-dimension, and also in higher di...
We consider the general question of estimating decay of correlations for non-uniformly expanding map...
none4We study the ergodic and statistical properties of a class of maps of the circle and of the int...
Abstract. The purpose of this paper is to study statistical properties of some al-most expanding dyn...
In its classical version, the theory of large deviations makes quantitative statements about the pro...
We study the ergodic and statistical properties of a class of maps of the circle and of the interval...
Established stochastic models for discrete-time long-memory processes are linear and Gaussian and co...
We consider multimodal C^3 interval maps f satisfying a summability condition on the derivatives D_n...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
Abstract. We consider a piecewise smooth expanding map f on the unit interval that has the form f(x)...
International audienceWe give conditions under which nonuniformly expanding maps exhibit a lower bou...
We consider multimodal C-3 interval maps f satisfying a summability condition on the derivatives D-n...
Abstract We prove exponential decay of correlations for f where f belongs in a positive measure ...
Intermittent maps of Pomeau-Manneville type are well-studied in one-dimension, and also in higher di...
Intermittent maps of Pomeau-Manneville type are well-studied in one-dimension, and also in higher di...
We consider the general question of estimating decay of correlations for non-uniformly expanding map...
none4We study the ergodic and statistical properties of a class of maps of the circle and of the int...
Abstract. The purpose of this paper is to study statistical properties of some al-most expanding dyn...
In its classical version, the theory of large deviations makes quantitative statements about the pro...
We study the ergodic and statistical properties of a class of maps of the circle and of the interval...
Established stochastic models for discrete-time long-memory processes are linear and Gaussian and co...