KF-CONTINUOUS SPACES AND KF-QUASICONTINUOUS SPACES
In this paper, we introduce and study a new continuity of topological space (X, τ) called KF-continuous spaces using the KF-set. Some topological properties of KF-continuous spaces are put forward. Furthermore, we propose KF-quasicontinuous spaces and KF-meet continuous spaces. We prove that X is a KF-meet continuous and quasicontinuous space if and only if X is a KF-continuous space.
KF-set, KF-continuous spaces, quasicontinuous, meet continuous.
