DOIAbstract
AbstractIn this paper we study the universal behaviour of multipliers on the space H(C) of entire functions endowed with the compact open topology
AbstractIn this paper we study the universal behaviour of multipliers on the space H(C) of entire functions endowed with the compact open topology
In this article we introduce the variable Lebesgue spaces of entire analytic functions Lp({dot opera...
AbstractIn this article we introduce the variable Lebesgue spaces of entire analytic functions Lp(⋅)...
Abstract. It is shown that for every integer n the (2n + 1)th power of any locally path-connected me...
AbstractIn this paper we study the universal behaviour of multipliers on the space H(C) of entire fu...
Let $\{ z_n \}$ be a sequence of complex numbers. The author uses a generic approach to show the exi...
Inspired by a statement of W. Luh asserting the existence of entire functions having together with a...
AbstractAnswering in the affirmative a question posed in [3], we prove that a positive multiplicatio...
AbstractLet M be the family of all compact sets in C which have connected complement. For K ϵ M we d...
In this paper we study the universality of (cnTn) where (cn) is a scalar sequence and (Tn) is a univ...
Necessary/sufficient conditions for a sequence of automorphisms of the complex plane to generate a s...
In this Note, we introduce Hilbert spaces of entire functions in the complex plane . We study compos...
In this paper, we consider different notions of openness for the scalar multiplication on sequence s...
We continue the study of multidimensional operator multipliers initiated in [12]. We introduce the n...
In this note, the existence of translation-universal entire functions which are bounded on certain c...
We prove universal compact-measurability of the intersection of a compact-measurable Souslin family ...
In this article we introduce the variable Lebesgue spaces of entire analytic functions Lp({dot opera...
AbstractIn this article we introduce the variable Lebesgue spaces of entire analytic functions Lp(⋅)...
Abstract. It is shown that for every integer n the (2n + 1)th power of any locally path-connected me...
AbstractIn this paper we study the universal behaviour of multipliers on the space H(C) of entire fu...
Let $\{ z_n \}$ be a sequence of complex numbers. The author uses a generic approach to show the exi...
Inspired by a statement of W. Luh asserting the existence of entire functions having together with a...
AbstractAnswering in the affirmative a question posed in [3], we prove that a positive multiplicatio...
AbstractLet M be the family of all compact sets in C which have connected complement. For K ϵ M we d...
In this paper we study the universality of (cnTn) where (cn) is a scalar sequence and (Tn) is a univ...
Necessary/sufficient conditions for a sequence of automorphisms of the complex plane to generate a s...
In this Note, we introduce Hilbert spaces of entire functions in the complex plane . We study compos...
In this paper, we consider different notions of openness for the scalar multiplication on sequence s...
We continue the study of multidimensional operator multipliers initiated in [12]. We introduce the n...
In this note, the existence of translation-universal entire functions which are bounded on certain c...
We prove universal compact-measurability of the intersection of a compact-measurable Souslin family ...
In this article we introduce the variable Lebesgue spaces of entire analytic functions Lp({dot opera...
AbstractIn this article we introduce the variable Lebesgue spaces of entire analytic functions Lp(⋅)...
Abstract. It is shown that for every integer n the (2n + 1)th power of any locally path-connected me...
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