AbstractExtensions of a frame generated by a single added element are studied systematically, with particular attention to the categorical frame version of the Hausdorff separation axiom due to J.R. Isbell. Further, certain extensions of strongly Hausdorff spaces are proved to be strongly Hausdorff
summary:Booleanization of frames or uniform frames, which is not functorial under the basic choice o...
summary:Some aspects of extended frames are studied, namely, the behaviour of ideals, covers, admiss...
summary:Following the introduction of separability in frames ([2]) we investigate further properties...
AbstractExtensions of a frame generated by a single added element are studied systematically, with p...
AbstractAn extension of the structure of frame, representing the calculus of subsets of frames (as u...
The strong inclusion, a speci c type of subrelation of the order of a lattice with pseudocomplement...
Extensions of spaces have been constructed and used since the 19th century, for example, to form the...
AbstractIt is shown that some familiar properties of epimorphisms in the category of frames carry ov...
AbstractThe functor from regular biframes to frames, taking first parts, is shown to be faithful. Th...
AbstractWe study how the concept of higher-dimensional extension which comes from categorical Galois...
AbstractRelations of strong inclusion are considered on pseudocomplemented distributive lattices to ...
summary:Booleanization of frames or uniform frames, which is not functorial under the basic choice o...
AbstractThe functor from regular biframes to frames, taking first parts, is shown to be faithful. Th...
The following dissertation investigates algebraic frames. Formally speaking, a frame is a complete l...
Bibliography: pages 141-144.Ehresmann in 1959 first articulated the view that a complete lattice wit...
summary:Booleanization of frames or uniform frames, which is not functorial under the basic choice o...
summary:Some aspects of extended frames are studied, namely, the behaviour of ideals, covers, admiss...
summary:Following the introduction of separability in frames ([2]) we investigate further properties...
AbstractExtensions of a frame generated by a single added element are studied systematically, with p...
AbstractAn extension of the structure of frame, representing the calculus of subsets of frames (as u...
The strong inclusion, a speci c type of subrelation of the order of a lattice with pseudocomplement...
Extensions of spaces have been constructed and used since the 19th century, for example, to form the...
AbstractIt is shown that some familiar properties of epimorphisms in the category of frames carry ov...
AbstractThe functor from regular biframes to frames, taking first parts, is shown to be faithful. Th...
AbstractWe study how the concept of higher-dimensional extension which comes from categorical Galois...
AbstractRelations of strong inclusion are considered on pseudocomplemented distributive lattices to ...
summary:Booleanization of frames or uniform frames, which is not functorial under the basic choice o...
AbstractThe functor from regular biframes to frames, taking first parts, is shown to be faithful. Th...
The following dissertation investigates algebraic frames. Formally speaking, a frame is a complete l...
Bibliography: pages 141-144.Ehresmann in 1959 first articulated the view that a complete lattice wit...
summary:Booleanization of frames or uniform frames, which is not functorial under the basic choice o...
summary:Some aspects of extended frames are studied, namely, the behaviour of ideals, covers, admiss...
summary:Following the introduction of separability in frames ([2]) we investigate further properties...
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