Modules close to SIP, SSP and CS-Rickart modules
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Abstract (EN)
In this thesis, the structural properties of SIP, SSP, CS and CS-Rickart modules and some relationships between them are examined. For this purpose, some basic definitions, propositions and theorems related to the module theory used in our study are presented together with their proofs. By revealing CS modules and their properties, some properties of SIP and SSP modules are examined. Some propositions and theorems are given regarding the relations between SIP and SSP module classes and projective and injective modules. In addition, the relationships between the heraditary rings and the SIP and SSP modules are also given. Finally, propositions and theorems containing some properties of CS-Rickart, relatively CS-Rickart, relatively dual CS-Rickart and SIP-CS modules, theorems and results related to the relations between CS-Rickart and SIP-CS modules are given.
Author
Murat Yaman
How to Cite
Murat Yaman (Master Thesis). Modules close to SIP, SSP and CS-Rickart modules, 2022, Eskişehir Technical Üniversity.
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