AbstractRelations of strong inclusion are considered on pseudocomplemented distributive lattices to refine existing constructions of (Stone–Čech and Alexandroff) compactifications of frames
summary:Compactifications of biframes are defined, and characterized internally by means of strong i...
Abstract. We generalize the concept of a strong inclusion on a biframe [Sch93] to that of a proximit...
In [G. Curi, "Exact approximations to Stone-Cech compactification'', Ann. Pure Appl. Logic, 146, 2-3...
Generalizing a classical result of Smirnov for topological spaces, B. Banaschewski proved that there...
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...
This paper shows that the compact regular locales on the one hand, and the compact completely regula...
AbstractA classical result in the theory of Tychonoff spaces is that, for any such space X, its Ston...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
compact regular locales, or of compact completely regular locales) by means of sublattices of the la...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
A partial frame is a meet-semilattice in which certain designated subsets are required to have joins...
Locally compact Hausdorff spaces and their one-point compactifications are much used in topology and...
The strong inclusion, a speci c type of subrelation of the order of a lattice with pseudocomplement...
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. We generalize the concept of a strong inclusion on a biframe [Sch93] to that of a proximit...
In [G. Curi, "Exact approximations to Stone-Cech compactification'', Ann. Pure Appl. Logic, 146, 2-3...
Generalizing a classical result of Smirnov for topological spaces, B. Banaschewski proved that there...
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...
This paper shows that the compact regular locales on the one hand, and the compact completely regula...
AbstractA classical result in the theory of Tychonoff spaces is that, for any such space X, its Ston...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
compact regular locales, or of compact completely regular locales) by means of sublattices of the la...
summary:J. Keesling has shown that for connected spaces $X$ the natural inclusion $e:X\rightarrow \b...
A partial frame is a meet-semilattice in which certain designated subsets are required to have joins...
Locally compact Hausdorff spaces and their one-point compactifications are much used in topology and...
The strong inclusion, a speci c type of subrelation of the order of a lattice with pseudocomplement...
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. We generalize the concept of a strong inclusion on a biframe [Sch93] to that of a proximit...
In [G. Curi, "Exact approximations to Stone-Cech compactification'', Ann. Pure Appl. Logic, 146, 2-3...
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