Add to ORKGIn this paper the authors discuss Landau's theorem presenting an inverse of the classical Hölder-type inequality for sequence and function spaces.The results given are for Orlicz spaces and their generalizations, i.e., those spaces of Orlicz type that are defined by increasing left-continuous functions that need not be convex. An example is presented of a generalized Orlicz function space whose associate space is not an Orlicz space.Godkänd; 1991; 20090302 (evan
Abstract. Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition...
In this paper it is shown that for the study of Orlicz spaces the condition that a Young's function ...
summary:In this paper we extend the result of [6] on the characteristic of convexity of Orlicz space...
In this paper the authors discuss Landau's theorem presenting an inverse of the classical Hölder-typ...
In this paper we prove that the Landau–Kolmogorov inequality for functions on the half line h...
In this note we present an affirmative answer to the problem posed by M. Baronti and C. Franchetti (...
ABSTRACT. The general form of continuous linear functionals on an Orlicz sequence space 1 ’ (non-sep...
We characterize the classes of function and sequence Orlicz spaces that satisfy upper or lower p-est...
The Orlicz function and sequence spaces which are AM-spaces are characterized for both the Luxemburg...
summary:A characterization of property $(\beta )$ of an arbitrary Banach space is given. Next it is ...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
ABSTRACT. In this article we systematize assumptions for Φ-functions and prove several basic tools n...
Let φ = (φn) be a Musielak–Orlicz function and lφ the Musielak–Orlicz sequence space generated by φ....
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
ABSTRACT: On the Orlicz- Cesaro sequence spaces ( ces<f>) which are defined by using Orlicz fu...
Abstract. Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition...
In this paper it is shown that for the study of Orlicz spaces the condition that a Young's function ...
summary:In this paper we extend the result of [6] on the characteristic of convexity of Orlicz space...
In this paper the authors discuss Landau's theorem presenting an inverse of the classical Hölder-typ...
In this paper we prove that the Landau–Kolmogorov inequality for functions on the half line h...
In this note we present an affirmative answer to the problem posed by M. Baronti and C. Franchetti (...
ABSTRACT. The general form of continuous linear functionals on an Orlicz sequence space 1 ’ (non-sep...
We characterize the classes of function and sequence Orlicz spaces that satisfy upper or lower p-est...
The Orlicz function and sequence spaces which are AM-spaces are characterized for both the Luxemburg...
summary:A characterization of property $(\beta )$ of an arbitrary Banach space is given. Next it is ...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
ABSTRACT. In this article we systematize assumptions for Φ-functions and prove several basic tools n...
Let φ = (φn) be a Musielak–Orlicz function and lφ the Musielak–Orlicz sequence space generated by φ....
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
ABSTRACT: On the Orlicz- Cesaro sequence spaces ( ces<f>) which are defined by using Orlicz fu...
Abstract. Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition...
In this paper it is shown that for the study of Orlicz spaces the condition that a Young's function ...
summary:In this paper we extend the result of [6] on the characteristic of convexity of Orlicz space...