Search Results - "Koc, Suat"

On ϕ-1-absorbing prime ideals by Yildiz, Eda, Tekir, Unsal, Koc, Suat

“…In this paper, we introduce ϕ -1-absorbing prime ideals in commutative rings. Let R be a commutative ring with a nonzero identity 1 ≠ 0 and ϕ : I ( R ) → I ( R…”
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On weakly 2-prime ideals in commutative rings by Koç, Suat

“…The purpose of the paper is to introduce and study weakly 2-prime ideals in commutative rings. Let A be a commutative ring with a nonzero identity. A proper…”
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On weakly 1-absorbing prime ideals by Koç, Suat, Tekir, Ünsal, Yıldız, Eda

“…This paper introduce and study weakly 1-absorbing prime ideals in commutative rings. Let A be a commutative ring with a nonzero identity 1 ≠ 0 . A proper ideal…”
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Commutative graded-S-coherent rings by Assarrar, Anass, Mahdou, Najib, Tekir, Ünsal, Koç, Suat

“…Recently, motivated by Anderson, Dumitrescu’s S -finiteness, D. Bennis, M. El Hajoui (2018) introduced the notion of S -coherent rings, which is the S -version…”
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On graded coherent-like properties in trivial ring extensions by Assarrar, Anass, Mahdou, Najib, Tekir, Ünsal, Koç, Suat

“…Let A = ⊕ α ∈ G A α be a commutative ring with unity graded by an arbitrary grading commutative monoid G , E be a graded A -module and R = A ∝ E the graded…”
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Annihilator Condition on Modules by Mahdou Najib, Koç Suat, Yıldız Eda, Ünsal, Tekir

“…Let Rbe a commutative ring with 1≠0 and Ma unital R-module. Mis said to satisfy Property (A) if for each finitely generated ideal Jof R contained in ZR(M),…”
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On regular fusible modules by Naji, Osama A., Özen, Mehmet, Tekir, Ünsal, Koç, Suat

“…In this article, we introduce the notion of regular fusible modules. Let R be a ring with an identity and M an R -module. An element 0 ≠ m ∈ M is said to be…”
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On Baer modules by Jayaram, Chillumuntala, Tekir, Ünsal, Koç, Suat

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On normal modules by Jayaram, Chillumuntala, Tekir, Ünsal, Koç, Suat, Çeken, Seçil

“…Recall that a commutative ring is said to be a normal ring if it is reduced and every two distinct minimal prime ideals are comaximal. A finitely generated…”
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On S-prime submodules by ŞENGELEN SEVİM, Esra, ARABACI, Tarık, TEKİR, Ünsal, KOÇ, Suat

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On $S$-comultiplication modules by YILDIZ, EDA, TEKİR, ÜNSAL, KOÇ, SUAT

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On wsq-primary ideals by Aslankarayiğit Uğurlu, Emel, Bouba, El Mehdi, Tekir, Ünsal, Koç, Suat

“…We introduce weakly strongly quasi-primary (briefly, wsq-primary) ideals in commutative rings. Let R be a commutative ring with a nonzero identity and Q a…”
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On morphic modules over commutative rings by Bouba, El Mehdi, Tamekkante, Mohammed, Tekir, Ünsal, Koç, Suat

“…A commutative ring R is said to be a morphic ring if for each a ∈ R there exists b ∈ R such that a n n ( a ) = R b and a n n ( b ) = R a . In this paper, we…”
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On S-Zariski topology by Yıldız, Eda, Ersoy, Bayram Ali, Tekir, Ünsal, Koç, Suat

“…Let R be a commutative ring with nonzero identity and, be a multiplicatively closed subset. An ideal P of R with is called an S-prime ideal if there exists an…”
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S-principal ideal multiplication modules by Aslankarayiğit Uğurlu, Emel, Koç, Suat, Tekir, Ünsal

“…In this paper, we study S-Principal ideal multiplication modules. Let be a commutative ring with a multiplicatively closed set and an A-module. A submodule N…”
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On S-2-absorbing submodules and vn-regular modules by Ulucak, Gülşen, Tekir, Ünsal, Koç, Suat

“…Let be a commutative ring and an -module. In this article, we introduce the concept of -2-absorbing submodule. Suppose that ⊆ is a multiplicatively closed…”
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On Modules Satisfying S-Noetherian Spectrum Condition by Özen, Mehmet, Naji, Osama A., Tekir, Ünsal, Koç, Suat

“…Let R be a commutative ring having nonzero identity and M be a unital R -module. Assume that S ⊆ R is a multiplicatively closed subset of R . Then, M satisfies…”
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On S-multiplication modules by Anderson, D. D., Arabaci, Tarik, Tekir, Ünsal, Koç, Suat

“…In this article, we introduce S-multiplication modules which are a generalization of multiplication modules. Let M be an R-module and a multiplicatively closed…”
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On modules satisfying S-dccr condition by Özen, Mehmet, Naji, Osama A., Tekir, Ünsal, Koç, Suat

“…In this paper, we introduce a new class of modules satisfying S -dccr ( S -dccr ⋆ ) condition which is a generalization of S -artinian modules. Let A be a…”
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r -Submodules and sr-Submodules by KOÇ, Suat, TEKİR, Ünsal

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