( ∈ ´ , ∈ ´ ∨ q ´ k ˇ )-Uni-Intuitionistic Fuzzy Soft h-Ideals in Subtraction BG-Algebras

The main purpose of the present paper is to introduced the notions of ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S S A s in subtraction BG-algebras. We provide different characterizations and some equivalent conditions of ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S S A s in terms of the level subsets of subtraction BG-algebras. It has been revealed that the ( q ´ , q ´ ) - U I F S S A are ( ∈ ´ , ∈ ´ ) - U I F S S A but the converse does not hold and an example is provided. We introduced ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S I D s and its some usual properties. In addition, h − 1 ( N ˜ [ ς ] ) is ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S I D . Moreover, if h − 1 ( N ˜ [ ς ] ) are an ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S I D , then N ˜ [ ς ] are an ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S I D . Finally, we characterize ( ∈ ´ , ∈ ´ ∨ q ´ k ˇ ) - U I F S H I D which is a generalization of ( ∈ ´ , ∈ ´ ∨ q ´ ) - U I F S H I D .