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Communications in Algebra Volume 40, 2012 - Issue 4
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Original Articles

Reflexive Property of Rings

Tai Keun Kwak Department of Mathematics, Daejin University, Pocheon, South KoreaCorrespondence[email protected]
&
Yang Lee Department of Mathematics Education, Pusan National University, Pusan, South Korea
Pages 1576-1594 | Received 20 Jul 2010, Published online: 05 Apr 2012

Citations (27)

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Read on this site (6)

Muhammad Saad & Usama A. Aburawash. (2024) Idempotent-prime ideals and Baer-type rings with involution. Communications in Algebra 0:0, pages 1-12.
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Henry Chimal-Dzul, Sergio López-Permouth & Steve Szabo. (2021) Characterizations of certain Morita context rings. Communications in Algebra 49:8, pages 3409-3422.
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Hai-lan Jin, Hong Kee Kim, Tai Keun Kwak, Yang Lee & Zhelin Piao. (2019) On a property of polynomial rings over reversible rings. Communications in Algebra 47:2, pages 836-851.
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Abdullah M. Abdul-Jabbar, Chenar Abdul Kareem Ahmed, Tai Keun Kwak & Yang Lee. (2017) Reflexivity with maximal ideal axes. Communications in Algebra 45:10, pages 4348-4361.
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Abdollah Alhevaz & Dariush Kiani. (2016) Annihilator Ideals of Noncommutative Ring Constructions. Communications in Algebra 44:1, pages 63-86.
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Victor Camillo, Tai Keun Kwak & Yang Lee. (2013) Ideal-Symmetric and Semiprime Rings. Communications in Algebra 41:12, pages 4504-4519.
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Articles from other publishers (21)

Héctor Suárez, Sebastián Higuera & Armando Reyes. (2024) On Σ-skew reflexive-nilpotents-property for rings. Algebra and Discrete Mathematics 37:1, pages 134-159.
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Héctor Suárez & Armando Reyes. (2023) $$\Sigma$$-Semicommutative rings and their skew PBW extensions. São Paulo Journal of Mathematical Sciences 17:2, pages 531-554.
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Sera Kim, Tai Keun Kwak, Chang Ik Lee, Yang Lee & Sang Jo Yun. (2022) Reflexive ideals and reflexively closed subsets in rings. Journal of Algebra and Its Applications 22:05.
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Henry W. M. Patty, Nofri T. Larubun & Elvinus R. Persulessy. Identification of ℤn ⊕ ℤn quasi α reflexive rings identity graph. Identification of ℤn ⊕ ℤn quasi α reflexive rings identity graph.
Handan Kose, Burcu Ungor & Abdullah Harmanci. (2022) Reversible ring property via idempotent elements. Georgian Mathematical Journal 29:6, pages 851-862.
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Henry Chimal-Dzul & Steve Szabo. (2021) Minimal reflexive nonsemicommutative rings. Journal of Algebra and Its Applications 21:04.
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H. Chimal-Dzul & S. Szabo. (2021) Classification of nonsemicommutative rings. Acta Mathematica Hungarica 165:1, pages 48-62.
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Kamal Paykan & Abdolreza Tehranchi. (2020) Skew Hurwitz serieswise quasi-Armendariz rings. Asian-European Journal of Mathematics 14:07, pages 2150118.
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Arnab Bhattacharjee & Uday Shankar Chakraborty. (2019) Reflexive property on rings with involution. Asian-European Journal of Mathematics 12:07, pages 2050011.
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Arnab Bhattacharjee. (2019) An extension of the reflexive property of rings. Arab Journal of Mathematical Sciences 25:2, pages 214-230.
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Kamal Paykan & Abasalt Bodaghi. (2018) Differential Inverse Power Series Rings with Quasi-Armendariz-like Condition. Algebra Colloquium 25:04, pages 595-618.
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Jeoung Soo Cheon, Tai Keun Kwak & Yang Lee. (2018) Matrix Rings over Reflexive Rings. Algebra Colloquium 25:03, pages 459-474.
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Tai Keun Kwak, Yang Lee, Zhelin Piao & Young Joo Seo. (2018) Symmetric ring property on nil ideals. Journal of Algebra and Its Applications 17:01, pages 1850013.
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Mehdi Kheradmand, Hossain Khabazian, Tai Keun Kwak & Yang Lee. (2017) Reflexive property restricted to nilpotents. Journal of Algebra and Its Applications 16:03, pages 1750044.
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Mehdi Kheradmand, Hong Kee Kim, Tai Keun Kwak & Yang Lee. (2017) Reflexive property on nil ideals. Journal of Algebra and Its Applications 16:02, pages 1750022.
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K. Paykan & A. Moussavi. (2016) Quasi-Armendariz generalized power series rings. Journal of Algebra and Its Applications 15:05, pages 1650086.
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Zhaiming Peng, Qinqin Gu & Liang Zhao. (2015) Extensions of strongly reflexive rings. Asian-European Journal of Mathematics 08:04, pages 1550078.
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Uday Shankar Chakraborty. (2015) On some classes of reflexive rings. Asian-European Journal of Mathematics 08:01, pages 1550003.
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Tai Keun Kwak, Yang Lee & Sang Jo Yun. (2014) REFLEXIVE PROPERTY SKEWED BY RING ENDOMORPHISMS. Korean Journal of Mathematics 22:2, pages 217-234.
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Tai Keun Kwak & Yang Lee. (2013) REFLEXIVE PROPERTY ON IDEMPOTENTS. Bulletin of the Korean Mathematical Society 50:6, pages 1957-1972.
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Jung Ho Ahn, Min Jeong Choi, Si Ra Choi, Won Seok Jeong, Jung Soo Kim, Jeong Yeol Lee, Soon Ji Lee, Young Sun Lee, Dong Hyun Noh, Yu Seung Noh, Gyeong Hyeon Park, Chang Ik Lee & Yang Lee. (2012) RINGS OVER WHICH POLYNOMIAL RINGS ARE ARMENDARIZ AND REVERSIBLE. Korean Journal of Mathematics 20:3, pages 273-284.
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