A Sequentially Compact Non-compact Quasi-pseudometric Space.
A strengthening of the proximally fine condition
A sufficient condition of full normality
We present a direct constructive proof of full normality for a class of spaces (locales) that includes, among others, all metrizable ones.
A Surjectivity Result For Nonlinear Mappings On Uniform Spaces And Applications.
A theorem on expansions into inverse systems of metric spaces
A Theorem on the Extension of Measures in Uniform Spaces
A uniform structure for topological spaces
Alexandroff spaces.
Algebras of real-valued uniform maps
Almost locatedness in uniform spaces
A weak form of the constructively important notion of locatedness is lifted from the context of a metric space to that of a uniform space. Certain fundamental results about almost located and totally bounded sets are then proved.
An Ascoli theorem for sequential spaces.
An extension of Kirk-Schöneberg theorem to uniform spaces
An extension of Kirk - Schöneberg surjectivity result is established.
Approximate inverse systems of uniform spaces and an application of inverse systems
The fundamental properties of approximate inverse systems of uniform spaces are established. The limit space of an approximate inverse sequence of complete metric spaces is the limit of an inverse sequence of some of these spaces. This has an application to the dimension of the limit space of an approximate inverse system. A topologically complete space with is the limit of an approximate inverse system of metric polyhedra of . A completely metrizable separable space with is the limit of an...
Archimedean uniform spaces and their natural boundedness
Aspects of complete uniform spreads in frames.
Atoms and proximal fineness
Atoms in the family of coreflective subcategories of uniform spaces
Atoms in uniformities
Atoms in uniformities
Atomy ve svazu uniformit