In this paper, two new algebraic structures are introduced which we call a centrally semiprime ring and a centrally semiprime right near-ring, and we look for those conditions which make centrally semiprime rings as commutative rings, so that several results are proved, also we extend some properties of semiprime rings and semiprime right near-rings to centrally semiprime rings and centrally semiprime right near-rings.
Jabbar, A. K., & Majeed, A. H. (2008). On Centrally Semiprime Rings and Centrally Semiprime. Kirkuk Journal of Science, 3(1), 158-168. doi: 10.32894/kujss.2008.42078
MLA
Adil Kadir Jabbar; Abdulrahman Hamed Majeed. "On Centrally Semiprime Rings and Centrally Semiprime". Kirkuk Journal of Science, 3, 1, 2008, 158-168. doi: 10.32894/kujss.2008.42078
HARVARD
Jabbar, A. K., Majeed, A. H. (2008). 'On Centrally Semiprime Rings and Centrally Semiprime', Kirkuk Journal of Science, 3(1), pp. 158-168. doi: 10.32894/kujss.2008.42078
VANCOUVER
Jabbar, A. K., Majeed, A. H. On Centrally Semiprime Rings and Centrally Semiprime. Kirkuk Journal of Science, 2008; 3(1): 158-168. doi: 10.32894/kujss.2008.42078
)
