Topological semi-lattices and their underlying spaces.
Topologies compatible with order and separation axioms
Topologies compatible with ordering
Topologies corresponding to metrics on -groups
Topologies generated by ideals
A topological space is said to be generated by an ideal if for all and all there is in such that , and is said to be weakly generated by if whenever a subset of contains for every with , then itself is closed. An important class of examples are the so called weakly discretely generated spaces (which include sequential, scattered and compact Hausdorff spaces). Another paradigmatic example is the class of Alexandroff spaces which corresponds to spaces generated by finite sets....
Topologies in atomic quantum logics
Topologies in -groups
Topologies sur des espaces ordonnés
Topologische Darstellung von Verbänden.
Topology and axioms of interpolation in partially ordered spaces.
Topology on regulators of lattice ordered groups. I. Topology induced by an -group
Topology on regulators of lattice ordered groups. II: Completely regular regulators
Torsion classes and subdirect products of Carathéodory vector lattices
Torsion classes and torsion prime selectors of -groups
Torsion classes of Specker lattice ordered groups
In this paper we investigate the relations between torsion classes of Specker lattice ordered groups and torsion classes of generalized Boolean algebras.
Torsion radicals of lattice ordered groups
Torsion theory for lattice-ordered groups
Torsion theory for lattice-ordered groups Part II: Homogeneous -groups
Total compactness of A-inductive partially ordered sets
Totally bounded frame quasi-uniformities
This paper considers totally bounded quasi-uniformities and quasi-proximities for frames and shows that for a given quasi-proximity on a frame there is a totally bounded quasi-uniformity on that is the coarsest quasi-uniformity, and the only totally bounded quasi-uniformity, that determines . The constructions due to B. Banaschewski and A. Pultr of the Cauchy spectrum and the compactification of a uniform frame are meaningful for quasi-uniform frames. If is a totally bounded quasi-uniformity...