Add to ORKGsummary:Compactifications of biframes are defined, and characterized internally by means of strong inclusions. The existing description of the compact, zero-dimensional coreflection of a biframe is used to characterize {\sl all\/} zero-dimensional compactifications, and a criterion identifying them by their strong inclusions is given. In contrast to the above, two sufficient conditions and several examples show that the existence of smallest biframe compactifications differs significantly from the corresponding frame question
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:The structure of binary coproducts in the category of frames is analyzed, and the results ar...
summary:Compactifications of biframes are defined, and characterized internally by means of strong i...
summary:Compactifications of biframes are defined, and characterized internally by means of strong i...
Abstract. Compactifications of biframes are defined, and characterized internally by means of strong...
summary:A bijective correspondence between strong inclusions and compactifications in the setting of...
summary:A bijective correspondence between strong inclusions and compactifications in the setting of...
AbstractRelations of strong inclusion are considered on pseudocomplemented distributive lattices to ...
Abstract. We generalize the concept of a strong inclusion on a biframe [Sch93] to that of a proximit...
summary:We investigate notions of $\Bbb N$-compactness for frames. We find that the analogues of equ...
summary:We investigate notions of $\Bbb N$-compactness for frames. We find that the analogues of equ...
AbstractThe paircover approach is used to explore the links between quasi-uniform and proximal bifra...
summary:We characterize those regular continuous frames for which the least compactification is a pe...
summary:We characterize those regular continuous frames for which the least compactification is a pe...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:The structure of binary coproducts in the category of frames is analyzed, and the results ar...
summary:Compactifications of biframes are defined, and characterized internally by means of strong i...
summary:Compactifications of biframes are defined, and characterized internally by means of strong i...
Abstract. Compactifications of biframes are defined, and characterized internally by means of strong...
summary:A bijective correspondence between strong inclusions and compactifications in the setting of...
summary:A bijective correspondence between strong inclusions and compactifications in the setting of...
AbstractRelations of strong inclusion are considered on pseudocomplemented distributive lattices to ...
Abstract. We generalize the concept of a strong inclusion on a biframe [Sch93] to that of a proximit...
summary:We investigate notions of $\Bbb N$-compactness for frames. We find that the analogues of equ...
summary:We investigate notions of $\Bbb N$-compactness for frames. We find that the analogues of equ...
AbstractThe paircover approach is used to explore the links between quasi-uniform and proximal bifra...
summary:We characterize those regular continuous frames for which the least compactification is a pe...
summary:We characterize those regular continuous frames for which the least compactification is a pe...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
summary:The structure of binary coproducts in the category of frames is analyzed, and the results ar...