In this article we prove that for dynamical systems with specification, the irregular part of the v −statistics spectrum has topological entropy equal to that of the whole space x.Instituto de Física de Líquidos y Sistemas BiológicosGrupo de Aplicaciones Matemáticas y Estadísticas de la Facultad de Ingenierí
summary:On the background of a brief survey panorama of results on the topic in the title, one new t...
We prove, for subshifts of finite type, conformal repellers, and two-dimensional horseshoes, that th...
We establish a higher-dimensional version of multifractal analysis for several classes of hyperbolic...
Let (x, d) be a compact metric space and f : x → x, if xr is the product of r−copies of x, r ≥ 1, an...
AbstractWe establish a higher-dimensional version of multifractal analysis for several classes of hy...
For a continuous transformation f of a compact metric space (X, d) and any continuous function φ on ...
Let be a compact metric space and if is the product of r-copies of X, and Then theV-statistics with ...
In the present paper we study the multifractal spectrum of local entropies. We obtain results, simil...
Let (X,f) be a dynamical system with X a compact metric space. Let X^{r} be the product of r-copies ...
We analyze and describe the weighted multifractal spectrum of V-statistics. The description will be ...
We study the behavior of multifractal spectra on the boundary of their domains of definition. In par...
We address the problem of the multifractal analysis of local entropies for arbitrary invariant measu...
We analyze and describe the weighted multifractal spectrum of V-statistics. The description will be ...
We introduce the mathematical concept of multifracfality and describe various multifractal spectra f...
Abstract. Let (X, d, T) be a dynamical system, where (X, d) is a compact metric space and T: X → X a...
summary:On the background of a brief survey panorama of results on the topic in the title, one new t...
We prove, for subshifts of finite type, conformal repellers, and two-dimensional horseshoes, that th...
We establish a higher-dimensional version of multifractal analysis for several classes of hyperbolic...
Let (x, d) be a compact metric space and f : x → x, if xr is the product of r−copies of x, r ≥ 1, an...
AbstractWe establish a higher-dimensional version of multifractal analysis for several classes of hy...
For a continuous transformation f of a compact metric space (X, d) and any continuous function φ on ...
Let be a compact metric space and if is the product of r-copies of X, and Then theV-statistics with ...
In the present paper we study the multifractal spectrum of local entropies. We obtain results, simil...
Let (X,f) be a dynamical system with X a compact metric space. Let X^{r} be the product of r-copies ...
We analyze and describe the weighted multifractal spectrum of V-statistics. The description will be ...
We study the behavior of multifractal spectra on the boundary of their domains of definition. In par...
We address the problem of the multifractal analysis of local entropies for arbitrary invariant measu...
We analyze and describe the weighted multifractal spectrum of V-statistics. The description will be ...
We introduce the mathematical concept of multifracfality and describe various multifractal spectra f...
Abstract. Let (X, d, T) be a dynamical system, where (X, d) is a compact metric space and T: X → X a...
summary:On the background of a brief survey panorama of results on the topic in the title, one new t...
We prove, for subshifts of finite type, conformal repellers, and two-dimensional horseshoes, that th...
We establish a higher-dimensional version of multifractal analysis for several classes of hyperbolic...