On Jordan (σ,τ) - Higher Reverse Derivations on Rings

In this study we introduced the concepts of (,)-higher reverse derivation and Jordan (,)-higher reverse derivation of rings where , be endomorphism. The definition of Jordan triple (,)-higher reverse derivation was deduced. The most important findings of this paper are as follows that : every Jordan (,)-higher reverse derivation is a (,)-higher reverse derivation of R . The results have confirmed that every Jordan (,)-higher reverse derivation is a (,)-higher reverse derivation within certain conditions.