Modüller ve homolojikal cebir
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Abstract (EN)
ABSTRACT It is proved that for every proper class A of short exact sequences of modules over an integral domain R the class A={E I tEgA, for some O^reR} is proper. For every proper class A containing the class S0 of quasisplitting sequences and reR the class tA is proper. In the case of Z-modules n>4-projective and n/4-injective modules are studied.
Author
Seçil Başak Öztürk
How to Cite
Seçil Başak Öztürk (Master Thesis). Modüller ve homolojikal cebir, 1999, Dokuz Eylül University.
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