Skip to main content
Fig. 6 | Journal of the Egyptian Mathematical Society

Fig. 6

From: Optimal alternative for suitability of S-boxes to image encryption based on m-polar fuzzy soft set decision-making criterion

Fig. 6

\( \hat{\mathbb{C}}\left(x\left)\right(i,j\right)\in {\left({\left[0,60\right]}^{2\times 3}\right)}^X \). This figure explained and compute the 3-polar Fuzzy soft set \( \hat{\mathbb{C}}\in {\left({\left[0,60\right]}^{2\times 3}\right)}^X, \) defined by \( \hat{\mathbb{C}}\left(x\left)\right(i,j\right)=60\wedge {\sum}_{k=1}^3\left({p}_k{}^{\circ}{p}_1{}^{\circ}\mathbb{C}\left(x\left)\right(i,j\right)\times {p}_k{}^{\circ}{p}_2{}^{\circ}\mathbb{C}\left(x\left)\right(i,j\right)\ \right)\kern0.75em \forall \left(i,j\right)\in {I}^2,\forall x\in X\Big) \) where pk : [0, 60]2 → [0, 60] is the k-the projection (k=1, 2, 3)

Back to article page