closed set , open setT= { V( S ) | S ⊂ R }と置くと1 ) φ , Spec( R ) ∈ T2 )∩ V( S ) ( 任意個 ) ∈ T3 )∪ V( S ) ( 有限個 ) ∈ Tを満たす・・・⇒T : topology of RV( S ) : closed set of RD( S ) : open set of Rという.