On the graph of a quasi-additive function.
On the Hahn-Banach theorem
On the ideal of all subsets on N of ddensity zero
In this note we obtainsome strong barrelledness properties concerning the simple function space generated by the hereditary ring Z of a11 subsets of density zero of N.
On the inductive limit of , 0
On the Integral Representation in Convex Noncompact Sets of Tight Measures.
On the isomorphism of cartesian products of locally convex spaces
On the (k-M) property.
On the local moduli of squareness
We introduce the notions of pointwise modulus of squareness and local modulus of squareness of a normed space X. This answers a question of C. Benítez, K. Przesławski and D. Yost about the definition of a sensible localization of the modulus of squareness. Geometrical properties of the norm of X (Fréchet smoothness, Gâteaux smoothness, local uniform convexity or strict convexity) are characterized in terms of the behaviour of these moduli.
On the Locally Convex Structure of Strict Topologies.
On the lower hull of convex functions.
On the LURWC property of Orlicz sequence space.
Necessary and sufficient conditions for URWC points and LURWC property are given in Orlicz sequence space lM.
On the Mackey topology of Orlicz sequence spaces
On the Mazur-Orlicz theorem
On the M-structure of the operator space L(CK)
On the multiplicity points of monotone operators on separable Banach spaces
On the numerical range of operators on locally and on H-locally convex spaces
The spatial numerical range for a class of operators on locally convex space was studied by Giles, Joseph, Koehler and Sims in [3]. The purpose of this paper is to consider some additional properties of the numerical range on locally convex and especially on -locally convex spaces.
On the open mapping principle and convex multivalued mappings
On the Openness of Continuous Averagings.
On the Openness of the Barycentre Map.
On the orders of the extensions of linear functionals to distributions