Order-convergence and lim-inf \(\mathcal M\)-convergence in posets
The authors give some elementary sufficient conditions for order convergence to be topological in complete lattices and posets. They also consider a general notion of lim-inf convergence for families of sets \(\mathcal M\) more general than the family of directed sets and again give conditions for this convergence to be topological.
scientific article; zbMATH DE number 5078955