4 citations · 10 across the 9 of their papers we have counts for
9 papers
Scott Function Spaces under One-Sided FS Assumptions: Counterexamples, Positive Results, and New Directions
Chong Shen, Weng Kin Ho, Xiaoyong Xi +1
The class of FS-domains is known to be closed under Scott function spaces when both the source and target are FS-domains. This paper investigates what remains true under one-sided…
Generalised Net Convergence Structures in Posets
Hadrian Andradi, Weng Kin Ho
In this paper, we introduce the notion of -convergence and -convergence structures in posets, which, in some sense, generalise the well-known Scott-conve…
Topological Scott Convergence Theorem
Hadrian Andradi, Weng Kin Ho
Recently, J. D. Lawson encouraged the domain theory community to consider the scientific program of developing domain theory in the wider context of spaces instead of restric…
On A New Convergence Class in Sup-sober Spaces
Hadrian Andradi, Weng Kin Ho
Recently, J. D. Lawson encouraged the domain theory community to consider the scientific program of developing domain theory in the wider context of -spaces instead of restric…
Strong completions of spaces
Hadrian Andradi, Weng Kin Ho
A non-empty subset of a topological space is irreducible if whenever it is covered by the union of two closed sets, then already it is covered by one of them. Irreducible sets occu…
Join-continuity + Hypercontinuity = Prime continuity
Weng Kin Ho, Achim Jung, Dongsheng Zhao
A remarkable result due to Kou, Liu & Luo states that the condition of continuity for a dcpo can be split into quasi-continuity and meet-continuity. Their argument contained a gap,…