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Ergodicity of non-uniformly expanding transitive group (or semigroup) actions
In this paper, we prove that every non-uniformly expanding transitive group (or
semigroup) action of C^1+α conformal local diffeomorphisms of a compact manifold
is ergodic with respect to the Lebesgue measure....
The exponential uniform distribution and its applications
This paper introduces a general class of ....
Uniform Hyperbolicity on Random Sets
Let Λ be a random compact invariant (with respect to a random map) set with a uniform tangent bundle splitting. We show that if there is a random non-uniformly hyperbolic variable x0 on Λ and the space of limit points of time averages of random...
Estimates for the overshoot of a random walk with negative drift and non convolution equivalent increments
On the uniform behaviour of the Frobenius closures of ideals
Abstract: Let a be a proper ideal of a commutative Noetherian ring R of prime characteristic p and let Q(a) be the smallest positive integer m such that (aF)[pm]=a[pm], where aF is the Frobenius closure of a. This paper ...
Photocathode non-uniformity contribution to the energy resolution of scintillators
This paper introduces the basics of the light transport simulation in scintillators and the wavelength-dependencies in the process. The non-uniformity measurement of the photocathode surface is undertaken, showing that for the photocathode used...
Non uniformly expanding and asymptotic average shadowing in random orbit
In this talk, we
investigate the relationships between asymptotic average shadowing property
in random orbits for non uniformly expanding maps on random orbits....