Compact pospaces
Posets with property DINT which are compact pospaces with respect to the interval topologies are characterized.
Completions for partially ordered semigroups.
Conditions under which the least compactification of a regular continuous frame is perfect
We characterize those regular continuous frames for which the least compactification is a perfect compactification. Perfect compactifications are those compactifications of frames for which the right adjoint of the compactification map preserves disjoint binary joins. Essential to our characterization is the construction of the frame analog of the two-point compactification of a locally compact Hausdorff space, and the concept of remainder in a frame compactification. Indeed, one of the characterizations...
Continuity and Modularity of the Lattice of Closed Subspaces of a Locally Convex Space.
Continuity in partially ordered sets.
Continuous categories revisited.