
In this paper, a new class of generalized soft open sets in sof t generalized topological spaces as a generalization of compact spaces, called soft b-compact spaces, is introduced and studied. A soft generalized topological space is soft b-compact if every soft b-open soft cover of FE contains a finite soft subcover. We characterize soft b-compact space and study some of their basic properties.
Soft b−compactness;soft b−closed spaces
Soft b−compactness;soft b−closed spaces
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