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$\Gamma$-$BCI$-algebras and their application to topology

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In this paper, we define a $\Gamma$-$BCI$-algebra as a subclass of $\Gamma$-$BCK$-algebras and obtain its various properties. Next, we propose the notion of $\Gamma$-ideals and deal with some of its properties. Finally, we study some topological structures on $\Gamma$-$BCI$-algebras and quotient $\Gamma$-$BCI$-algebras respectively.

Abstract

In this paper, we define a $\Gamma$-$BCI$-algebra as a subclass of $\Gamma$-$BCK$-algebras and obtain its various properties. Next, we propose the notion of $\Gamma$-ideals and deal with some of its properties. Finally, we study some topological structures on $\Gamma$-$BCI$-algebras and quotient $\Gamma$-$BCI$-algebras respectively.

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