Fig. 7

Mapping ℂM : X → R,by \( {\mathbb{C}}_M(x)={\sum}_{\left(i,j\right)\in {I}^2}\beta (x)\left(i,j\right) \). Explained and defined a mapping ℂM : X → R,by \( {\mathbb{C}}_M(x)={\sum}_{\left(i,j\right)\in {I}^2}\beta (x)\left(i,j\right) \)
Mapping ℂM : X → R,by \( {\mathbb{C}}_M(x)={\sum}_{\left(i,j\right)\in {I}^2}\beta (x)\left(i,j\right) \). Explained and defined a mapping ℂM : X → R,by \( {\mathbb{C}}_M(x)={\sum}_{\left(i,j\right)\in {I}^2}\beta (x)\left(i,j\right) \)