This work presented a novel kind of soft generalized closed sets and soft generalized open sets, which we will call soft generalized αii-closed sets and soft generalized αii-open sets in right now paper. The relationships between these two families and several other forms of soft sets, like soft generalized closed, soft generalized ii-closed, soft generalized α-closed, and soft semi-generalized closed sets, are studied and clarified through proofs and evidences such as such as, Theorem8 (If (T,Z) ⊆ (W,Z) ⊆ (X,η,Z) is such that (T,Z) is a sGαICs in (X,η,Z), then (T,Z) is sGαIICs in relation to (W,ηW,Z)), Theorem9 (If (T1,Z),(T2,Z) are sGαIICs, then so is their intersection) and Theorem10 (Each sGαIICs is a sGIICs).