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In this paper, first we introduce the concepts of interval valued  m -polar fuzzy (briefly, IV m PF)  p -ideals, IV m PF  q -ideals and IV m PF  a -ideals in BCI-algebras. Then we show that IV m PF  p ( q  and  a )-ideals are IV m PF ideals but the converse statements are not valid and an example is given in each case. We provide conditions under which an IV m PF ideal becomes an IV m PF  p ( q  and  a )-ideal. Further, the associated properties of IV m PF  p -ideals, IV m PF  q -ideals and IV m PF  a -ideals are considered. Moreover, we characterize IV m PF  p ( q  and  a )-ideals in terms of fuzzy  p ( q  and  a )-ideals of BCI-algebras. Also, correspondences among IV m PF  p ( q  and  a )-ideals of BCI-algebras and  p ( q  and  a )-ideals of BCI-algebras are investigated.

Generalized Fuzzy Ideals of BCI-Algebras Based on Interval Valued m-Polar Fuzzy Structures