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Omar A. Al-Mallah

Observed names: Al-Mallah, Omar A., Al-mallah, Omar, Almallah Omar, Almallah, Omar, O. A. Al-Mallah, O. Al-Mallah, OMAR AL-MALLAH, Omar Al-Mallah, Omar Almallah
ORCID: 0000-0002-5318-4179
Observed ORCID: 0000-0002-5318-4179
OpenAlex ID: A5064776242
Commutative group rings that are présimplifiable or domainlike
2016 · D. D. Anderson, O. A. Al-Mallah · Journal of Algebra and Its Applications · 11
A classification of indecomposable Quasi-Frobenius rings I
2019 · Gary F. Birkenmeier, Omar Almallah · Communications in Algebra · 2
An application of neutrosophic theory on manifolds and their topological transformations
2023 · Abu-Saleem, Mohammed, Almallah, Omar, et al. · UNM’s Digital Repository (University of New Mexico) · 1
Nilary group rings and algebras
2023 · OMAR AL-MALLAH, GARY BIRKENMEIER, et al. · TURKISH JOURNAL OF MATHEMATICS · 1
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Ring Extensions with Finitely Many Non-Artinian Intermediate Rings
2020 · Noômen Jarboui, Naseam Al-Kuleab, et al. · Journal of Mathematics · 1
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UU Group Rings
2018 · Peter Danchev, Omar A. Al-Mallah · 1
Weakly and Completely Nilary Ideals
2018 · Omar Almallah, Noômen Jarboui, et al. · JP Journal of Algebra Number Theory and Applications · 1
Maximal non-prime ideally equal subrings of a commutative ring
2018 · Naseam Al-Kuleab, Noômen Jarboui, et al. · Ricerche di Matematica · 1
On Nil - Semi Clean Rings *
1980 · Mohamed Kheir Ahmad, Omar A. Al-Mallah · Jordan Journal of Mathematics and Statistics · 1
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Rings in which every element is the sum of a unit and a full idempotent
2026 · Omar A. Al-Mallah, Noômen Jarboui · Asian-European Journal of Mathematics
Rings whose von Neumann regular elements are fine
2026 · Omar Almallah, Grigore Călugăreanu · International Electronic Journal of Algebra
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On Weakly Présimplifiable Group Rings
2025 · Omar A. Al-Mallah, M. Abu-Saleem, et al. · Jordan Journal of Mathematics and Statistics
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A Note on Skew Derivations and Antiautomorphisms of Prime Rings
2025 · Faez A. Alqarni, Nadeem U. R. Rehman, et al. · Journal of Mathematics
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Amalgamated Algebras Which Are Présimplifiable or Domainlike
2021 · Omar A. Al-Mallah · Missouri Journal of Mathematical Sciences
On the Topological Dynamics of Dynamical Manifolds and Their Fundamental Group
2021 · M. Abu-Saleem, Omar Almallah · Journal of Mathematics
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Weakly and completly nilary rings
2015 · Al-Mallah, Omar A., Jarboui, Hafed M. Al-Nogashi- Nooman · arXiv (Cornell University)
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On Nilary Group Rings
2014 · Al-Mallah, Omar A., Al-Nogashi, Hafed M. · arXiv (Cornell University)
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Generalization of Retractable and Coretractable Modules
2014 · Nasr Zeyada, O. Al-Mallah, et al. · JOURNAL OF ADVANCES IN MATHEMATICS
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On presimplifiable group rings
2014 · Al-mallah, Omar · arXiv (Cornell University)
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Works count: 20
Citation count: 20
H-index: 2
I10-index: 1
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