This article presents a new method of proving the Diophantine extremality of various dynamically defined measures, vastly expanding the class of measures known to be extremal
The extremal index appears as a parameter in Extreme Value Laws for stochastic processes, characteri...
In this thesis we consider discrete-time dynamical systems in the interval perturbed with bounded no...
Copy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Karlsruh...
We present a new method of proving the Diophantine extremality of various dynamically defined measur...
We present a new method of proving the Diophantine extremality of various dynamically defined measur...
We show that extremality of reversible measure implies extremality of invariant measure.Japanese ver...
AbstractIt is proved that the Hausdorff measure on the limit set of a finite conformal iterated func...
A positive Borel measure μ on R , which possesses all power moments, is N-extremal if the space of a...
summary:The characterization of extremal points of the set of probability measures with given margin...
We derive universal Diophantine properties for the Patterson measure mu(Gamma) associated with a con...
Abstract. We give conditions to prove the existence of an Extremal Index for general stationary stoc...
Abstract. Recall that a Borel probability measure µ on IR is called extremal if µ-almost every numbe...
Ahlswede R, Cai N, Zhang Z. A new direction in extremal theory. Journal of combinatorics, informatio...
The properties of the extremal sets of extremal quasiconformal mappings are discussed. It is proved ...
We study the extremal processes through Feller semigroups theory from which it is possible to observ...
The extremal index appears as a parameter in Extreme Value Laws for stochastic processes, characteri...
In this thesis we consider discrete-time dynamical systems in the interval perturbed with bounded no...
Copy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Karlsruh...
We present a new method of proving the Diophantine extremality of various dynamically defined measur...
We present a new method of proving the Diophantine extremality of various dynamically defined measur...
We show that extremality of reversible measure implies extremality of invariant measure.Japanese ver...
AbstractIt is proved that the Hausdorff measure on the limit set of a finite conformal iterated func...
A positive Borel measure μ on R , which possesses all power moments, is N-extremal if the space of a...
summary:The characterization of extremal points of the set of probability measures with given margin...
We derive universal Diophantine properties for the Patterson measure mu(Gamma) associated with a con...
Abstract. We give conditions to prove the existence of an Extremal Index for general stationary stoc...
Abstract. Recall that a Borel probability measure µ on IR is called extremal if µ-almost every numbe...
Ahlswede R, Cai N, Zhang Z. A new direction in extremal theory. Journal of combinatorics, informatio...
The properties of the extremal sets of extremal quasiconformal mappings are discussed. It is proved ...
We study the extremal processes through Feller semigroups theory from which it is possible to observ...
The extremal index appears as a parameter in Extreme Value Laws for stochastic processes, characteri...
In this thesis we consider discrete-time dynamical systems in the interval perturbed with bounded no...
Copy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Karlsruh...
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