AbstractEstimates are obtained for the growth of subharmonic and analytic functions in the region between two curves joining 0 to ∞ when the functions are restricted on the curves. The restrictions involve other subharmonic and analytic functions
For an algebraic curve $V$ in $\C^k \times \C^n$ it is investigated when it satisfies the Phragm\'en...
Algebraic varieties V are investigated on which the natural analogue of the classical Phragmén-Linde...
We characterize lower growth estimates for subsolutions in halfspaces of fully nonlinear partial dif...
AbstractEstimates are obtained for the growth of subharmonic and analytic functions in the region be...
In this paper, we are going to state and prove the maximum principle for the subharmonic functions c...
We study the relation between the growth of a subharmonic functionin the half space Rn+1 + and the s...
ABSTRACT: In this paper we shall study the growth and asymptotic behaviour of sub-harmonic functions...
There are ten chapters in this dissertation, which focuses on nine contents: growth estimates for a ...
The object of this thesis is to study a growth condition for plurisubharmonic functions on algebraic...
We study the relation between the growth of a subharmonic func-tion in the half space Rn+1+ and the ...
Using a compactness argument, we introduce a Phragmen Lindelof type theorem for functions with bound...
NOUS ÉTUDIONS DES QUESTIONS DE CROISSANCE OU DÉCROISSANCE DES FONCTIONS SOUSHARMONIQUES ET DES FONCT...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
Various properties of subharmonic functions on a strip R'X(0, 1) have been studied by many auth...
This paper is concerned with the maximum principle for subsolutions of second-order elliptic equatio...
For an algebraic curve $V$ in $\C^k \times \C^n$ it is investigated when it satisfies the Phragm\'en...
Algebraic varieties V are investigated on which the natural analogue of the classical Phragmén-Linde...
We characterize lower growth estimates for subsolutions in halfspaces of fully nonlinear partial dif...
AbstractEstimates are obtained for the growth of subharmonic and analytic functions in the region be...
In this paper, we are going to state and prove the maximum principle for the subharmonic functions c...
We study the relation between the growth of a subharmonic functionin the half space Rn+1 + and the s...
ABSTRACT: In this paper we shall study the growth and asymptotic behaviour of sub-harmonic functions...
There are ten chapters in this dissertation, which focuses on nine contents: growth estimates for a ...
The object of this thesis is to study a growth condition for plurisubharmonic functions on algebraic...
We study the relation between the growth of a subharmonic func-tion in the half space Rn+1+ and the ...
Using a compactness argument, we introduce a Phragmen Lindelof type theorem for functions with bound...
NOUS ÉTUDIONS DES QUESTIONS DE CROISSANCE OU DÉCROISSANCE DES FONCTIONS SOUSHARMONIQUES ET DES FONCT...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
Various properties of subharmonic functions on a strip R'X(0, 1) have been studied by many auth...
This paper is concerned with the maximum principle for subsolutions of second-order elliptic equatio...
For an algebraic curve $V$ in $\C^k \times \C^n$ it is investigated when it satisfies the Phragm\'en...
Algebraic varieties V are investigated on which the natural analogue of the classical Phragmén-Linde...
We characterize lower growth estimates for subsolutions in halfspaces of fully nonlinear partial dif...
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