analysis of correlation bounds for uniformly expanding maps on [0,1]
In this paper, we provide the decay of correlations for random dynamical systems. Precisely, we consider the uniformly C^2 piecewise expanding maps defined on the unit interval satisfying lambda(T′_w)=inf|T′_w|>2. As a principal tool of these studies, we use a coupling method for analyzing the coupling time of observables with bounded variation.
اسم الناشر
Aximos Journal
رقم المجلد
12
رقم الانشاء
12
مزيد من المنشورات
In this current paper, we propose to study a three-dimensional Moran model (X^{(1)}_n, X^{(2)}_n,X^{(3)}_n, where each random walk (X^{(i)}_n∈{1,2,3} increases by one unit or is reset to zero at…
2024
تم النشر فى:
Symmetry Journal
The study assessed the effect of six weeks of biweekly upper and lower limbs’ weighted-belt resisted sprint training (BRST) and weighted-vest resisted sprint training (VRST), or normal sprint…
2024
تم النشر فى:
Biology of Sport