Abstract
In this paper, we stratify the connotation of cubic soft sets to ρ– algebras, and introduce the new class of cubic soft algebras like (e – CSp – SA) and (CSp – SA). We show that the R-union of two cubic soft ρ– sualgebras might not be cubic soft ρ– sualgebra. Furthermore, we show the sufficient condition to satisfy that the R-union of two cubic soft ρ– sualgebras is cubic soft ρ– sualgebra. Moreover, some of their basic characteristics are given.
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