Journal of Algebra, Number Theory: Advances and ApplicationsAuthor's: Yong Uk Cho
Pages: [71] - [77]
Received Date: March 20, 2010; Revised April 24, 2010
Submitted by: Dae San Kim
In this paper, N will denote a zero-symmetric left near-ring. A
near-ring N is called a prime near-ring, if N has the
property that for 
implies 
or 
N is called a semiprime near-ring, if
N has the property that for 
implies We will investigate some
properties of derivations in prime and 
semiprime near-rings as Theorems 2.5, 2.7,
and 2.9.
derivation, prime near-ring, semiprime near-ring, N-subset.
