In this article, we define the MBJ-neutrosophic magnified translation (MBJNMT) on G-algebra which is the combination of multiplication and translation and study significant results of MBJ-neutrosophic ideal and MBJ-neutrosophic subalgebra by using the notion of MBJ-neutrosophic magnified translation. We investigate the conversion of MBJ-neutrosophic ideal and MBJ-neutrosophic subalgebra with one another and use the idea of intersection and union to produce some important results of MBJ-neutrosophic magnified translation.
The purpose of this paper is to interpret the multiplication of neutrosophic cubic set. Here we define the notation of ɤ-multiplication of neutrosophic cubic set and study it with the help of neutrosophic cubic M-subalgebra, neutrosophic cubic normal ideal and neutrosophic cubic closed normal ideal. We also study ɤ-multiplication under homomorphism and cartesian product through significant characteristics.
In this paper, we present the new kind of MN-subalgebra for neutrosophic cubic set which is called neutrosophic cubic MN-subalgebra where M represents the initial of author’s first name Mohsin and N represents the initial of second author’s first name Neha. We investigate this neutrosophic cubic MN-subalgebra on BF-algebra through some significant properties of BF-algebra. We also use R-intersection, p-intersection, p-union upper bound, lower bound and some important characteristics to study the behaviour of neutrosophic cubic MN-subalgebra [NCMNSU] on BF-algebra.
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