ON DUAL MULTIPLIERS IN CI-ALGEBRAS
P. Sabhapandit and K. Pathak
The Concept of BCK/BCI-algebras was first introduced by Y. Imai and K. Iseki [2, 3] in 1966. These BCK/BCI algebras can be generalized into several different categories of algebras like BCH , BH , d , etc. Later on, dual BCK algebras  was introduced which paved the way for development of BE-algebras . In 2010, B. L. Meng  introduced the idea of CI-algebras as a generalization of BE-algebras which is considered to be an important algebraic structure till date. The concept of Cartesian product has been developed in 2013  which plays a key role in the development of this CI-algebras. A new concept of Absorptive CI-algebra has been developed in 2016. The idea of Multipliers in BE-algebras  has been utilized to develop the idea of Multipliers in CI-algebras  in 2019. In this paper we present, definition of Dual Multiplers in CI-algebras and talk about few examples, characteristics of this map.
Keywords: CI-algebra, Sub-algebra, Multiplier.