ABSTRACT
Let N be a zero symmetric 3-prime right near ring and α:N→N be an endomorphism. In this paper, the notions of two-sided α-(generalized) derivations on N are studied. Some results characterize commutativity of 3-prime near rings are obtained. Examples proving the necessity of the 3-primeness hypothesis are given. When α = idN, one can easily obtain the main results of [Citation5].
Acknowledgments
The author would like to thank the anonymous referee for critically reading the manuscript and also for his constructive comments which substantially improved the manuscript.