On Certain Topologies on a Vector Space.
On Characterizations of Nuclear Spaces and Quasi-Integral Operators.
On closed graph theorems in topological spaces and groups
On collective compactness of derivatives
On commuting isometries
On Compactness in L...(..., X) in the Weak Topology and in the Topology ...(L...(..., X), L...(..., X')).
On Compactness in Locally Convex Spaces.
On complemented copies of in spaces of operators, II
We show that as soon as embeds complementably into the space of all weakly compact operators from to , then it must live either in or in .
On complemented subspaces and unconditional bases in
On complemented subspaces of some Köthe spaces of infinite type.
On complete, precompact and compact sets.
Completeness criterion of W. Robertson is generalized. Applications to vector valued sequences and to spaces of linear mappings are given.
On complete Saks spaces
On completely continuous maps from locally convex spaces to l1.
On completions of LB-spaces of Moscatelli type.
On complex -predual spaces.
On Congruences and Cones.
On contraction-type mappings on a 2-normed space
On Co-Semigroups of Lattice Homomorphisms on a Banach Lattice.
On Countable Strict Inductive Limits.
On De Blasi's differentiation theory for multifunctions