On Jordan ideals with generalized left derivations in 3-prime Near-rings.

In this paper, we will extend some results on the commutativity of Jordan ideals proved in [8] and [5]. However, instead of left generalized derivations, we will consider generalized left derivations, which are sufficient to obtain good results with respect to the structure of near-rings. We will also show that the conditions imposed in the paper cannot be removed. [ABSTRACT FROM AUTHOR]