Abstract

The notions of $$(\in ,\in \vee q)$$-cubic p- (a- and q-) ideals of BCI-algebras are introduced and some related properties are investigated. Several characterization for these generalized $$(\in ,\in \vee q)$$-cubic ideals are defined and relationship between $$(\in ,\in \vee q)$$-cubic p-ideals, $$(\in ,\in \vee q)$$-cubic q-deals and $$(\in ,\in \vee q)$$-cubic a-ideals of BCI-algebras are discussed.

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