by
Gürbüz, Ezgi, author.
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El Yazması
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Krull-Schmidt properties over non-noetherian rings/ Gürbüz, Ezgi, author.
by
Top, Serpil.
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El Yazması
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Noetherian rings
by
Gürbüz, Ezgi, author.
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El Yazması
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modules over Noetherian and Prüfer domains are proven. Besides, the characterizations of Noetherian UDI
by
Tekin, Semra.
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El Yazması
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artinian modules over commutative rings are representable. Moreover if R is a commutative noetherian ring
by
Diril, Müge, author.
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El Yazması
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simple-direct-projective right modules are simple-direct-injective are right max-rings. For a commutative Noetherian ring
by
Altınay, Ferhat, author
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El Yazması
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hereditary Noetherian rings. The commutative rings whose simple modules are injective or indigent are fully
by
Yurtsever, Haydar Baran, author.
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El Yazması
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Noetherian right nonsingular, we obtain some conditions that equivalent to being right max-QF. For example
by
Alagöz, Yusuf, author.
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El Yazması
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almost-QF (resp. right max-QF) rings. Among other results, we prove that a right Hereditary right Noetherian
by
Benli Göral, Sinem, author.
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El Yazması
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modules are injective are exactly the right Artinian rings. A right Noetherian ring is right Artinian if
by
Kafkas Demirci, Gizem, author.
Format:
El Yazması
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characterization of t.f.b.s. modules over commutative hereditary Noetherian rings is given. Rings all (cyclic
by
Güngör, Serpil, author.
Format:
El Yazması
Alıntı:
and examine them over arbitrary rings and over commutative Noetherian rings, in particular over