We show that for nonnegative plurisubharmonic functions on the unit ball of Cn the admissible maximal functions are dominted by the radial maximal functions in Lp-mean. This gives another invariance under the compositions by automorphisms of the unit ball. As a consequence of the invariance all noto endomorphisms of M1 (n=1) are characterized
The object of this thesis is to study a growth condition for plurisubharmonic functions on algebraic...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We consider the following problem: find on $ℂ^2$ a plurisubharmonic function with a given order func...
The main purpose of this paper is to introduce and study the notion of -maximal F -plurisubharmonic ...
We study the minimum sets of plurisubharmonic functions with strictly positive Monge-Ampère densitie...
This thesis is based on three articles in the field of Several Complex Variables. The first article,...
We will define the Monge-Ampère operator on finite (weakly) plurifinely plurisubharmonic functions i...
Let X be an algebraic subvariety of Cn and X be its closure in Pn. In their paper (J. Reine Angew. M...
ABSTRACT. In recent articles, it was proved that when mu is a finite, radial measure inRn with a bou...
Maximality of a contractive tuple of operators is considered. A characterization for a contractive t...
We extend certain classical theorems in pluripotential theory to a class of functions defined on the...
Let Ω be a B-regular domain in ℂn and let V be a locally irreducible analytic variety in Ω. Given a ...
This thesis consists of three papers concerning problems related to plurisubharmonic functions on bo...
AbstractLet N be the nontangential maximal function of a function u harmonic in the Euclidean half-s...
AbstractWe study the notion of linear invariance on the unit ball of a JB⁎-triple X, and we obtain s...
The object of this thesis is to study a growth condition for plurisubharmonic functions on algebraic...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We consider the following problem: find on $ℂ^2$ a plurisubharmonic function with a given order func...
The main purpose of this paper is to introduce and study the notion of -maximal F -plurisubharmonic ...
We study the minimum sets of plurisubharmonic functions with strictly positive Monge-Ampère densitie...
This thesis is based on three articles in the field of Several Complex Variables. The first article,...
We will define the Monge-Ampère operator on finite (weakly) plurifinely plurisubharmonic functions i...
Let X be an algebraic subvariety of Cn and X be its closure in Pn. In their paper (J. Reine Angew. M...
ABSTRACT. In recent articles, it was proved that when mu is a finite, radial measure inRn with a bou...
Maximality of a contractive tuple of operators is considered. A characterization for a contractive t...
We extend certain classical theorems in pluripotential theory to a class of functions defined on the...
Let Ω be a B-regular domain in ℂn and let V be a locally irreducible analytic variety in Ω. Given a ...
This thesis consists of three papers concerning problems related to plurisubharmonic functions on bo...
AbstractLet N be the nontangential maximal function of a function u harmonic in the Euclidean half-s...
AbstractWe study the notion of linear invariance on the unit ball of a JB⁎-triple X, and we obtain s...
The object of this thesis is to study a growth condition for plurisubharmonic functions on algebraic...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We consider the following problem: find on $ℂ^2$ a plurisubharmonic function with a given order func...
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