Ojective modules

Communications in Algebra

Volumn 30, Issue 4, 2002, Pages 1817-1827

  Mohamed, Saad H ^a   Müller, Bruno J ^a  

^a Ain Shams University   (Egypt)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0036553758     PISSN: 00927872     EISSN: None     Source Type: Journal    
DOI: 10.1081/AGB-120013218     Document Type: Article

References (12)

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2. Hanada, H.; Kado, J.; Oshiro, K. On Direct Sums of Extending Modules and Internal Exchange Property. Proc. 2nd Japan-China International Symposium on Ring Theory (1995), Okayama 1996, 41-44.
3. Burgess, W.D.; Raphael, R. On Modules with the Absolute Direct Summand Property. Proceedings of the Biennial Ohio State-Denison Conference (1992), World Scientific 1993, 137-148.
4. Chatters, A.W.; Hajarvavis, C.R. Rings in Which Every Complement Right Ideal is a Direct Summand. Quarterly J. Math. Oxford 1977, 28 (2), 61-80.
5. Mohamed, S.H.; Müller, B.J. On the Exchange Property for Quasi-Continuous Modules. Proceedings of the Padova Conference (1994), Kluwer Acad. Publ. 1995, 367-372.
6. Mohamed, S.H.; Müller, B.J. Continuous and Discrete Modules, LMS Lecture Note Series; Cambridge University Press, 1990; Vol. 147.
7. Oshiro, K.; Rizvi, S.T. The Exchange Property of Quasi-Continuous Modules with the Finite Exchange Property. Osaka J. Math. 1996, 33, 217-234.
8. Kamal, M.A.; Müller, B.J. Extending Modules Over Commutative Domains. Osaka J. Math. 1988, 25, 531-538.
9. Kamal, M.A.; Müller, B.J. The Structure of Extending Modules Over Noetherian Rings. Osaka J. Math. 1988, 25, 539-551.
10. Kamal, M.A.; Müller, B.J. Torsion-Free Extending Modules, Osaka J. Math. 1988, 25, 825-832.
11. Dung, N.V. Modules with Indecomposable Decompositions that Complement Maximal Direct Summands. Journal of Algebra 1977, 197, 449-467.
12. Dung, N.V.; Huynh, D.V.; Smith, P.F.; Wisbauer, R. Extending Modules, Longman 1994.