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Communications in Algebra Volume 31, 2003 - Issue 11
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Original Articles

Semiclean Rings

Yuanqing Ye Department of Mathematics, North Carolina State University, Raleigh, North Carolina, USA; Department of Mathematics, North Carolina State University, Raleigh, NC, 27606, USACorrespondence[email protected]
Pages 5609-5625 | Received 01 Jun 2002, Published online: 31 Aug 2006

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R. Mohamadian. (2023) Almost clean elements in C(X). Quaestiones Mathematicae 46:9, pages 1937-1953.
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Jingjing Ma & Brandi Rygaard. (2021) Division closed ℓ-rings and power positive L-rings. Quaestiones Mathematicae 44:8, pages 1045-1053.
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Moreta Findler & Jingjing Ma. (2021) Extending partial orders on rings. Quaestiones Mathematicae 44:7, pages 869-879.
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D. D. Anderson & Nitin Bisht. (2020) A generalization of semiclean rings. Communications in Algebra 48:5, pages 2127-2142.
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Sudipta Purkait, T. K. Dutta & Sukhendu Kar. (2020) On m-clean and strongly m-clean rings. Communications in Algebra 48:1, pages 218-227.
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D. Udar, R. K. Sharma & J. B. Srivastava. (2017) Commutative neat group rings. Communications in Algebra 45:11, pages 4939-4943.
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Lingling Fan & Xiande Yang. (2008) On Rings Whose Elements are the Sum of a Unit and a Root of a Fixed Polynomial. Communications in Algebra 36:1, pages 269-278.
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Yuanqing Ye. (2006) Errata and Addenda. Communications in Algebra 34:9, pages 3487-3487.
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Guangshi Xiao & Wenting Tong. (2005) n-Clean Rings and Weakly Unit Stable Range Rings. Communications in Algebra 33:5, pages 1501-1517.
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Articles from other publishers (17)

Gaohua Tang, Huadong Su & Pingzhi Yuan. (2021) Quasi-clean rings and strongly quasi-clean rings. Communications in Contemporary Mathematics 25:02.
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Yiqiang Zhou. (2022) Two questions on semi-clean group rings. Journal of Pure and Applied Algebra 226:11, pages 107116.
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L. Klingler, K.A. Loper, W.Wm. McGovern & M. Toeniskoetter. (2021) Semi-clean group rings. Journal of Pure and Applied Algebra 225:11, pages 106744.
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Negin FARSHAD, Shaaban Ali SAFARİSABET & Ahmad MOUSSAVİ. (2021) Amalgamated rings with clean-type properties. Hacettepe Journal of Mathematics and Statistics 50:5, pages 1358-1370.
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Warren Wm. McGovern. (2018) The group ring ℤ(p)Cq and Ye’s theorem. Journal of Algebra and Its Applications 17:06, pages 1850111.
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Hani A. Khashan. (2018) On (weakly) precious rings associated to central polynomials. Boletim da Sociedade Paranaense de Matemática 36:2, pages 245.
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Nitin Arora & S. Kundu. (2016) Commutative feebly clean rings. Journal of Algebra and Its Applications 16:07, pages 1750128.
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W.Wm. McGovern & R. Raphael. (2015) Considering semi-clean rings of continuous functions. Topology and its Applications 190, pages 99-108.
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Nitin Arora & S. Kundu. (2014) Semiclean rings and rings of continuous functions. Journal of Commutative Algebra 6:1.
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Nicholas A. Immormino & Warren Wm. McGovern. (2014) Examples of clean commutative group rings. Journal of Algebra 405, pages 168-178.
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Yao Wang & Yanli Ren. (2013) 2-GOOD RINGS AND THEIR EXTENSIONS. Bulletin of the Korean Mathematical Society 50:5, pages 1711-1723.
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Bingjun Li & Lianggui Feng. (2010) f-CLEAN RINGS AND RINGS HAVING MANY FULL ELEMENTS. Journal of the Korean Mathematical Society 47:2, pages 247-261.
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Zhou Wang & Jianlong Chen. (2012) A Note on Clean Rings. Algebra Colloquium 14:03, pages 537-540.
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K. VARADARAJAN. (2011) CLEAN, ALMOST CLEAN, POTENT COMMUTATIVE RINGS. Journal of Algebra and Its Applications 06:04, pages 671-685.
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Guangshi Xiao & Wenting Tong. (2012) n-Clean Rings. Algebra Colloquium 13:04, pages 599-606.
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Huanyin Chen & Miaosen Chen. (2006) REGULAR ELEMENTS WHICH IS A SUM OF AN IDEMPOTENT AND A LEFT CANCELLABLE ELEMENT. Taiwanese Journal of Mathematics 10:4.
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Weixing Chen. (2006) -clean rings . International Journal of Mathematics and Mathematical Sciences 2006, pages 1-7.
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