Quotient fuzzy topology and local compactness

Relative Compactness and Product Stable Quotient Maps

Local Compactness in L-Fuzzy Spaces

In an L-topological space we present good definitions for local compactness, weak local compactness and relative local compactness. We obtain the equivalence of these properties in a Hausdorff space and we also obtain a one point compactification theorem.

Local Fuzzy Compactness with Respect to Fuzzy Ideal

Given a nonempty set X, a fuzzy ideal I on X is a collection of subsets of X closed under finite union and subset operations. In this paper we define a space to be locally I fuzzy compact space if every point in the space has an I fuzzy compact neighbourhood. Basic results concerning locally I fuzzy compact spaces are given relating to subspaces, preservation of functions, and products. Classic...

Compactness in Topology and Computation

relative compactness and product stable quotient maps