Integrability for the Dobrakov integral
Weak Fubini theorems for the Dobrakov integral
Summable subsequences in convergence groups
Translation invariant linear operators and generalized functions
A uniform boundedness principle of Pták
The Antosik-Mikusinski Matrix Theorem is used to give an extension of a uniform boundedness principle due to V. Pták to certain metric linear spaces. An application to bilinear operators is given.
Unconditionally convergent series of compact operators
The Farkas lemma of Glover
Linear operators on for dispersed
Products of Vector Measures
Integrating bounded functions for the Dobrakov integral
Barrelledness of the space of Dobrakov integrable functions
Correction to: Integrating bounded functions for the Dobrakov integral
An abstract uniform boundedness result
Products of vector measures by means of Fubini's theorem
Gauge integrals and series
This note contains a simple example which does clearly indicate the differences in the Henstock-Kurzweil, McShane and strong McShane integrals for Banach space valued functions.
Linear operators on
Projective Tensor Product of -Valued Measures
The Vitali convergence theorem for the vector-valued McShane integral
The classical Vitali convergence theorem gives necessary and sufficient conditions for norm convergence in the space of Lebesgue integrable functions. Although there are versions of the Vitali convergence theorem for the vector valued McShane and Pettis integrals given by Fremlin and Mendoza, these results do not involve norm convergence in the respective spaces. There is a version of the Vitali convergence theorem for scalar valued functions defined on compact intervals in given by Kurzweil and...
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