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|Title||Primary Finitely Compactly Packed Modules and S-Avoidance Theorem for Modules|
In this paper we introduce the concept of primary finitely compactly packed modules, which generalizes the concept of primary compactly packed modules. We first find the conditions that make the primary finitely compactly packed modules primary compactly packed. Also, several results on the primary finitely compactly packed modules are proved. In addition, the necessary and sufficient conditions for an R-module M to be primary finitely compactly packed are investigated. Finally, we introduce the S-Avoidance Theorem for modules.
|Published in||Turkish Journal of Mathematics|
|Series||Volume: 32, Number: 3|
|Publisher||The Scientific and Technological Research Council of Turkey|
|Item link||Item Link|
|Files in this item|
|Ashour, Arwa E._4.pdf||116.3Kb|
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