strongly (σ, τ )-e-reversible rings

In this paper, we introduce the definition of (σ, τ ) − e-reversible ring. precisely, take r is a e-reversible ring such that σ and τ are automorphism mappings of r, we named r is (σ, τ ) − e-reversible ring if σ(x)τ (y) = 0 leads to τ (y)σ(x)e = 0, where x, y ∈ r. in fact, we seek and characterize the various properties of (σ, τ )-e-reversible rings.