results on hyper equality algebras

Equality algebras as a generalization of eq-algebras, introduced by jenei [8]. hyper equality algebras introduced and studied in [4], as a generalization of equality algebras. now, in this paper, we investigate relations among hyper equality algebras and other hyper algebraic structures such as hyper k(be, mv )-algebras and hyper hoops. specially, we prove that any linearly ordered hyper mv -algebra is a strongly commutative symmetric hyper equality algebra and under some conditions, any strongly commutative involutive hyper equality algebra is a hyper mv -algebra.