Fixed point theorem in uniform spaces and applications
Fixed Point Theorems In A Uniform Space
Fixed points and variational principle in uniform spaces.
Four functors into paved spaces
Frame Quasi-Uniformities.
Freckle refinement of uniform spaces
Free non-archimedean topological groups
We study free topological groups defined over uniform spaces in some subclasses of the class of non-archimedean groups. Our descriptions of the corresponding topologies show that for metrizable uniformities the corresponding free balanced, free abelian and free Boolean groups are also metrizable. Graev type ultra-metrics determine the corresponding free topologies. Such results are in a striking contrast with free balanced and free abelian topological groups cases (in standard varieties). Another...
Free products of topological groups with equal uniformities, I
Free products of topological groups with equal uniformities, II
Free uniform measures
Free uniform measures on subinversion-closed spaces
Functional separation of inductive limits and representation of presheaves by sections. Part one: Separation theorems for inductive limits of closured presheaves
Further characterizations of boundedly UC spaces
Following the paper [BDC1], further relations between the classical topologies on function spaces and new ones induced by hyperspace topologies on graphs of functions are introduced and further characterizations of boundedly spaces are given.
Further theory and applications of covering dimension of uniform spaces
Fuzzy neighborhood structures on partially ordered groups.
Galois spaces, representable spaces and strongly locally homogeneous spaces
General hedgehogs in general topology
Generalizations of the uniform convergence
Generalized proximity and uniform spaces. I
Generalized proximity and uniform spaces. II