A solution to a problem of De Wilde - Tsirulnikov
On the Mackey topology of Orlicz sequence spaces
On subspaces of locally convex spaces with unconditional Schauder bases
Decompositions of set functions
F-spaces with a basis which is which is shrinking but not hyper-shrinking
Another note on Kalton's theorems
On control submeasures and measures
Quasi-complements in F-spaces
On the continuity of certain non-additive set functions
Some characterizations of semi-Fredholm operators
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Compact operators on Musielak-Orlicz spaces
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On complete submeasures
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Some characterization of metric spaces in which every bounded set is conditionally compact
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Additive and countably additive correspondences
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Some remarks on rearrangements of series
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Extensions of weaker vector topologies from a subspace to the whole topological vector space
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On the Baire category of some collections of sets in measure spaces
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A noncommutative Orlicz-Pettis type theorem
The problem of complementability for some spaces of vector measures of bounded variation with values in Banach spaces containing copies of
Let (S, ∑, m) be any atomless finite measure space, and X any Banach space containing a copy of . Then the Bochner space is uncomplemented in ccabv(∑,m;X), the Banach space of all m-continuous vector measures that are of bounded variation and have a relatively compact range; and ccabv(∑,m;X) is uncomplemented in cabv(∑,m;X). It is conjectured that this should generalize to all Banach spaces X without the Radon-Nikodym property.
Fréchet spaces of continuous vector-valued functions: Complementability in dual Fréchet spaces and injectivity
Fréchet spaces of strongly, weakly and weak*-continuous Fréchet space valued functions are considered. Complete solutions are given to the problems of their injectivity or embeddability as complemented subspaces in dual Fréchet spaces.
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