Results 71 to 80 of about 141 (119)

المديولات المحزومة الرص على حلقات غير ابدالية

open access: yes, 2016
Let R be an associative ring with identity and M be a unitary right R-module. A proper submodule N of M is compactly packed if for each family {Pα}α∈λ of prime submodules of M with N ⊆ Uα∈λ Pα, N ⊆ Pβ for some β ∈ λ. A module M is called compactly packed
Abu Soawin, Suleiman
core  

Submódulos gw-primos

open access: yes, 2017
In this work, gw-prime submodules of a module over a commutative ring with identity are defined. This class of submodules is a generalization of weakly prime submodules.
Bilgin, Zehra   +2 more
core  

Weakly $S$-2-absorbing ideals

open access: yes
summary:Let $R$ be a commutative ring with identity. The notion of $S$-$2$-absorbing ideal was introduced by G. Ulucak, Ü. Tekir, S. Koç (2020) as a generalization of $2$-absorbing ideal. We introduce $a$ weaker version of 2-absorbing ideals by defining
Sihem, Smach
core   +1 more source

Operations on Submodules with the Multiplicative and Quotient Properties

open access: yes
Inspired by the works of Petro, Epstein, Vassilev, and Morre, this thesis aims to study the generalized definitions of the semiprime operation, weakly prime operation, and standard closure operation on rings, that is, the multiplicative operation, weakly
Pang, Jiekai
core  

Zayıf asal idealler

open access: yes, 2010
Zayıf Asal İdealler Bu tezin ana amacı birimli ve değişmeli halkalarda zayıf asal idealleri ve zayıf asalımsı idealleri çalışmaktır. Bu amaçla ilk olarak zayıf asal ideal kavramı tanımlanmış, temel özellikleri ve farklı karakterizasyonları incelenmiştir.
Tozoğlu, Taylan
core  

Çarpımsal latislerin 2 -yutan elemanları ve değişmeli halkaların 2-yutan asalımsı idealleri

open access: yes, 2016
ÇARPIMSAL LATİSLERİN 2-YUTAN ELEMANLARI VE DEĞİŞMELİ HALKALARIN 2-YUTAN ASALIMSI İDEALLERİ Bu çalışmada, değişmeli halkalarda asalımsı ideallerin bir genelleşmesi olarak 2-yutan asalımsı ve zayıf 2-yutan asalımsı ideal kavramları tanımlanmıştır.
Çelikel, Ece Yetkin
core  

Noncommutative Prüfer rings and some generalizations

open access: yes, 1993
Noncommutative Prfifer rings appear naturally when one wants to transfer the known results for rings which arise in algebraic geometry (such as Dedekind, Krull and Priifer, valuation rings ...) to noncommutative rings.
Zhou, Yiqiang
core  

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