We show that for a compact set $K\subset\C^d,$ the sequence of so-called optimal measures converges weak-* to the equilibrium measure $\mu_K$ of Pluripotential Theory for $K.
In this paper we prove, for signed or complex Radon measures on completely regular spaces, the analo...
We consider the problem of minimizing a continuous function f over a compact set K. We analyze a hi...
Artículo de publicación ISIGiven a parametrised measure and a family of continuous functions (<pn), ...
Using recent results of Berman and Boucksom [3] we show that for a non-pluripolar compact set K ⊂ Cd...
Building on the first two authors\u27 previous results, we prove a general criterion for convergence...
The author generalizes the classical notions of weak convergence and strong convergence in measure t...
We extend certain classical theorems in pluripotential theory to a class of functions defined on the...
present a sufficient condition imposed on transition probabilities that assures the weak convergence...
We prove a theorem about convergence of a net of compact subsets in a uniform space. We show an inte...
This is a study of the degree of weak convergence under convexity of a sequence of finite measures μ...
Several notions of convergence for subsets of metric spaces appear in the literature. In this paper...
Given a sequence (mn) of random probability measures on a metric space S, consider the conditions: ...
This book provides a thorough exposition of the main concepts and results related to various types o...
AbstractConsider the semigroup of maps {Tn}n∈ N where Tn(x) = nx mod 1. Suppose p and q are multipli...
We study the problem of estimating a nonnegative density, given a finite number of moments. Such pro...
In this paper we prove, for signed or complex Radon measures on completely regular spaces, the analo...
We consider the problem of minimizing a continuous function f over a compact set K. We analyze a hi...
Artículo de publicación ISIGiven a parametrised measure and a family of continuous functions (<pn), ...
Using recent results of Berman and Boucksom [3] we show that for a non-pluripolar compact set K ⊂ Cd...
Building on the first two authors\u27 previous results, we prove a general criterion for convergence...
The author generalizes the classical notions of weak convergence and strong convergence in measure t...
We extend certain classical theorems in pluripotential theory to a class of functions defined on the...
present a sufficient condition imposed on transition probabilities that assures the weak convergence...
We prove a theorem about convergence of a net of compact subsets in a uniform space. We show an inte...
This is a study of the degree of weak convergence under convexity of a sequence of finite measures μ...
Several notions of convergence for subsets of metric spaces appear in the literature. In this paper...
Given a sequence (mn) of random probability measures on a metric space S, consider the conditions: ...
This book provides a thorough exposition of the main concepts and results related to various types o...
AbstractConsider the semigroup of maps {Tn}n∈ N where Tn(x) = nx mod 1. Suppose p and q are multipli...
We study the problem of estimating a nonnegative density, given a finite number of moments. Such pro...
In this paper we prove, for signed or complex Radon measures on completely regular spaces, the analo...
We consider the problem of minimizing a continuous function f over a compact set K. We analyze a hi...
Artículo de publicación ISIGiven a parametrised measure and a family of continuous functions (<pn), ...
DOI
Add to ORKG