Master'sOpen Access

Flat strong covers

2017
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Advisor: Yrd. Doç. Dr. Yılmaz Mehmet Demirci

Abstract (EN)

Projective covers and perfect rings are defined by H. Bass. Perfect rings over which every module has a projective cover is an important subject in the theory of modules. For this reason, generalizations of these rings are extensively studied. In this work, perfect, semiperfect rings and some of their generalizations including G-perfect, A-perfect, B-perfect and G-semiperfect rings are studied along with their properties and connections in between. Furthermore, the characterizations of these rings using flat strong covers are given.

Author

Dr. Samed Özkan

How to Cite

Samed Özkan (Master Thesis). Flat strong covers, 2017, Sinop University.

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