Abstract
In the present paper, we have continued to study the properties of soft topological spaces. We introduce new types of soft compactness based on the soft ideal (I) over tilde, in a soft topological space (X, tau, E) namely, soft (I) over tilde -compactness, soft semi-(I) over tilde -compactness, soft countably-(I) over tilde -compactness and soft countably semi-(I) over tilde -compactness. Also, several of their topological properties are investigated. The behaviour of these concepts under various types of soft functions has obtained.