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Original Articles

When Some Complement of a Submodule Is a Summand

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Pages 597-611 | Received 16 Sep 2005, Published online: 02 Mar 2007

Keep up to date with the latest research on this topic with citation updates for this article.

Read on this site (6)

Özgür Taşdemir & Fatih Karabacak. (2020) Generalized SSP-modules. Communications in Algebra 48:3, pages 1068-1078.
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Shadi Asgari, A. Haghany & A.R. Rezaei. (2014) Modules Whose t-Closed Submodules Have a Summand as a Complement. Communications in Algebra 42:12, pages 5299-5318.
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GaryF. Birkenmeier, Adnan Tercan & CananC. Yücel. (2014) The Extending Condition Relative to Sets of Submodules. Communications in Algebra 42:2, pages 764-778.
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Dejun Wu & Yongduo Wang. (2012) Two Open Questions On Goldie Extending Modules. Communications in Algebra 40:8, pages 2685-2692.
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Evrim Akalan, GaryF. Birkenmeier & Adnan Tercan. (2009) Goldie Extending Modules. Communications in Algebra 37:2, pages 663-683.
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Fígen Takil & Adnan Tercan. (2009) Modules Whose Submodules are Essentially Embedded in Direct Summands. Communications in Algebra 37:2, pages 460-469.
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Articles from other publishers (13)

Figen Takil Mutlu & Adnan Tercan. (2022) Modules whose z -closed submodules are essentially embedded in summands . Asian-European Journal of Mathematics 16:05.
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Azhar Ali Abbas & Haitham Mohammed Hussein Saleh. A generalization of goldie extending modules via ec-closed submodules. A generalization of goldie extending modules via ec-closed submodules.
Yeliz Kara. 2022. Mathematical Methods for Engineering Applications. Mathematical Methods for Engineering Applications 173 177 .
Gary F. Birkenmeier, Yeliz Kara & Adnan Tercan. 2019. Advances in Algebra. Advances in Algebra 53 65 .
Nil Orhan Ertaş, Derya Keskin Tütüncü & Rachid Tribak. (2016) A Variation of Coretractable Modules. Bulletin of the Malaysian Mathematical Sciences Society 41:3, pages 1275-1291.
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Gary F. Birkenmeier, Adnan Tercan & Canan C. Yucel. (2016) Projection invariant extending rings. Journal of Algebra and Its Applications 15:07, pages 1650121.
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Yeliz Kara & Adnan Tercan. (2016) Modules whose certain submodules are essentially embedded in direct summands. Rocky Mountain Journal of Mathematics 46:2.
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Yongduo Wang & Dejun Wu. (2014) WHEN AN <TEX>$\mathfrak{S}$</TEX>-CLOSED SUBMODULE IS A DIRECT SUMMAND. Bulletin of the Korean Mathematical Society 51:3, pages 613-619.
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Gary F. Birkenmeier, Jae Keol Park & S Tariq RizviGary F. Birkenmeier, Jae Keol Park & S. Tariq Rizvi. 2013. Extensions of Rings and Modules. Extensions of Rings and Modules 267 326 .
Gary F. Birkenmeier, Jae Keol Park & S Tariq RizviGary F. Birkenmeier, Jae Keol Park & S. Tariq Rizvi. 2013. Extensions of Rings and Modules. Extensions of Rings and Modules 19 60 .
Canan Celep Yucel Denizli & Adnan Tercan Ankara. (2010) When Some Complement of an EC-Submodule is a Direct Summand. Kyungpook mathematical journal 50:1, pages 101-107.
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Gary F. Birkenmeier, Jae Keol Park, S. Tariq Rizvi & Gary F. Birkenmeier. 2010. Ring and Module Theory. Ring and Module Theory 27 71 .
Canan Celep Y¨ucel & Adnan Tercan. (2009) MODULES WHOSE EC-CLOSED SUBMODULES ARE DIRECT SUMMAND. Taiwanese Journal of Mathematics 13:4.
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