Title of article
projective modules relative to a semiradical property
Author/Authors
Al–Dhahari ، Entisar Department of Mathematics - College of Science - University of Baghdad , Al–Bahrani ، Bahar Department of Mathematics - College of Science - University of Baghdad
From page
283
To page
292
Abstract
In this paper, we introduce a generalization of the projective modules. We show that for a module $M=M_1 \bigoplus M_2$. If $M_2$ is s.p-$M_1$-projective, then for every s.p-closed submodule $A$ of $M$ with $M=M_1+A$, there exists a submodule $K$ of $A$ such that $M=M_1 \bigoplus K$.
Keywords
s.p , closed submodules , projective module , s.p , projective module
Journal title
International Journal of Nonlinear Analysis and Applications
Journal title
International Journal of Nonlinear Analysis and Applications
Record number
2756034
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