On the Dunford-Pettis property
On the embedding theorem
On the evaluation of one-loop Feynman amplitudes in euclidean quantum field theory
On the extension of holomorphic functions on a locally convex space
On the extension of holomorphic maps on locally convex spaces with values in Fréchet spaces
On the extension of holomorphic maps with values in a complex Lie group
On the extension of positive operators
On the finite dimensional orbits of linear operators
On the Fréchet differentiability of distance functions
On the generalized continuity of the semivariation in locally convex spaces
On the generalized Roper-Suffridge extension operator in Banach spaces.
On the geometric characterization of differentiability. I.
On the geometric characterization of differentiability. II.
On the Henstock-Kurzweil integral for Riesz-space-valued functions defined on unbounded intervals
In this paper we introduce and investigate a Henstock-Kurzweil-type integral for Riesz-space-valued functions defined on (not necessarily bounded) subintervals of the extended real line. We prove some basic properties, among them the fact that our integral contains under suitable hypothesis the generalized Riemann integral and that every simple function which vanishes outside of a set of finite Lebesgue measure is integrable according to our definition, and in this case our integral coincides with...
On the limitations of the Grothendieck techniques.
On the Mazur-Orlicz theorem
On the modulus of measures with values in topological Riesz spaces.
The paper is devoted to a study of some aspects of the theory of (topological) Riesz space valued measures. The main topics considered are the following. First, the problem of existence (and, particularly, the so-called proper existence) of the modulus of an order bounded measure, and its relation to a similar problem for the induced integral operator. Second, the question of how properties of such a measure like countable additivity, exhaustivity or so-called absolute exhaustivity, or the properties...
On the multiplicity points of monotone operators on separable Banach spaces
On the open mapping principle and convex multivalued mappings
On the product of operator valued measures