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Strongly Pure Ideals And Strongly Pure Sub-modules [PDF]
Kirkuk Journal of Science, 2015 Let R be aring with unity , and let M be an unitary R-module . In this work we present strongly pure ideal (submodule) concept as a generalization of pure ideal (submodule) . Also we generalize some properties of strongly pure ideal (submodule) .
Nada Khalid Abdullah
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Pure Ideals in Residuated Lattices [PDF]
Transactions on Fuzzy Sets and Systems, 2022 Ideals in MV algebras are, by definition, kernels of homomorphism. An ideal is the dual of a filter in some special logical algebras but not in non-regular residuated lattices.
Istrata Mihaela
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Al-Rafidain Journal of Computer Sciences and Mathematics, 2014 As a generalization of right pure ideals, we introduce the notion of right П – pure ideals. A right ideal I of R is said to be П – pure, if for every a Î I there exists b Î I and a positive integer n such that an ≠ 0 and an b = an.
Shaimaa Ahmad
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Some Results on Pure Ideals and Trace Ideals of Projective Modules [PDF]
Acta Mathematica Vietnamica, 2021 Let $R$ be a commutative ring with the unit element. It is shown that an ideal $I$ in $R$ is pure if and only if Ann$(f)+I=R$ for all $f\in I$. If $J$ is the trace of a projective $R$-module $M$, we prove that $J$ is generated by the ``coordinates" of $M$ and $JM = M$. These lead to a few new results and alternative proofs for some known results.
Abolfazl Tarizadeh
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On dense left ideal pure $S$-acts
پژوهشهای ریاضی, 2021 In this paper, similar to the Lembek's idea concerning a generalization of the notion of purity associated with a radical in the category of R-modules, we give the notion of purity related to a Hoehnke radical, d.l.i.pure, in the category of $S$-acts and
mahdieh Haddadi +1 more
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The pure-projective ideal of a module category [PDF]
Colloquium Mathematicum, 1996 Let \(K\) be an algebraically closed field and let \(R\) be a locally bounded \(K\)-category. Denote by \(\text{MOD}(R)\) the category of right \(R\)-modules, that is contravariant \(K\)-linear functors from \(R\) to the category of vector \(K\)-spaces.
Piotr Dowbor
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حول الحلقات التی یکون فیها کل مثالی اساسی ایمن هو مثالی نقی معمم [PDF]
Al-Rafidain Journal of Computer Sciences and Mathematics, 2007 Husam Q. Mohammad
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Pure Ideals in Ordered Semigroups [PDF]
Kyungpook mathematical journal, 2014 Summary: The concepts of pure ideals, weakly pure ideals and purely prime ideals in ordered semigroups are introduced. We obtain some characterizations of pure ideals and prove that the set of all pure prime ideals is topologized.
Changphas, Thawhat +1 more
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The F-pure threshold of a determinantal ideal [PDF]
Bulletin of the Brazilian Mathematical Society, New Series, 2014 The $F$-pure threshold is a numerical invariant of prime characteristic singularities, that constitutes an analogue of the log canonical thresholds in characteristic zero. We compute the $F$-pure thresholds of determinantal ideals, i.e., of ideals generated by the minors of a generic matrix.
Miller, Lance E. +2 more
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"The archetype of humanity acceptable before God". Kant's philosophy of religion and the possibility of a philosophical Christology [PDF]
Вестник Православного Свято-Тихоновского гуманитарного университета: Серия I. Богословие, философия, 2020 This article deals with the meaning and origins of the notion of the “archetype of perfect morality” which in Kant’s critical philosophy of religion represents, according to the philosopher’s own claim, an analogy of the Christian notion of Christ as the
Andrey Sudakov
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