Ảnh và tạo ảnh của module con nguyên tố, module con lũy linh
Abstract
Tóm tắt
Article Details
Tài liệu tham khảo
Ahmed, K. F. U., Thao, L. P. and Sanh, N. V., 2013. On semiprime modules with chain conditions. East-West Journal of Mathematics. 15 (2): 135-151.
Ansari-Toroghy, H. and Farshadifar, F., 2012. Fully idempotent and coidempotent modules. Bulletin of the Iranian Mathematical Society. 38 (4): 987-1005.
Kasch, F., 1982. Module and Rings. Academic Press Inc. (London) LTD, 372 pages.
Majid M. A., 2008. Idempotent and Nilpotent submodules of multiplication modules. Communications in Algebra. 36 (12): 4620-4642.
Passman, D. S, 2004. A course in Ring theory. AMS Chelsea Publishing, American Mathematical Society-Providence. Rhode Island, 306 pages.
Sanh, N. V., Vu, N. A., Ahmed, K. F. U., Asawasamrit, S. and Thao, L. P., 2010. Primeness in module category. Asian-European Journal of Mathematics. 3 (1): 145-154.
Sanh, N. V., Asawasamrit, S., Ahmed, K. F. U. and Thao, L. P., 2011. On prime and semiprime Goldie modules. Asian-European Journal of Mathematics. 4 (2): 321-334.
Thao, L. P. and Sanh, N. V., 2013. A generalization of Hopkins-Levitzki theorem. Southeast Asian Bulletin of Mathematics. 37 (4): 591-600.
Wisbauer, R., 1991. Foundations of Module and Ring Theory. Gordon and Breach. Tokyo, 606 pages.