But if change the cut set into strong cut set in it, this proposition will be not tenable. Finally, according to the denitions of cut set and strong cut set in BCI- algebra, we could denite ordering number in BCI-algebra as follows.
But if change the cut set into strong cut set in it, this proposition will benot tenable.Finally, according to the de nitions of cut set and strong cut set in BCI-algebra, we could de nite ordering number in BCI-algebra as follows.
Change but if the SET Cut Cut Into SET strong in it, Proposition Will this be not Tenable. Finally, according to the de Nitions of strong Cut Cut SET and SET in BCI- Algebra, we could de Nite ordering in BCI-Algebra as Number. follows.
But if change the cut set into strong cut set in it this proposition, will be . Finally according not tenable, to the de nitions. Of cut set and strong cut set in BCI - algebra we could, de nite ordering number in BCI-algebra as follows.