For ten points, name this topological property which states that any open covering of a space contains a finite subcovering.
A useful formulation of this property states that any collection of sets satisfying the finite intersection condition will have nonempty intersection. In Euclidean space, the Heine-Borel theorem says this property is seen in closed, bounded subsets. For ten points, name this topological property which states that any open covering of a space contains a finite subcovering.
A useful formulation of this property states that any collection of sets satisfying the finite intersection condition will have nonempty intersection.
compactness (do not accept limit point compactness or sequential compactness)