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.
Orlicz spaces of vector functions generated by a family of measures
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On some dense subspaces of topological linear spaces. II
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