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Communications in Algebra Volume 25, 1997 - Issue 4
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Original Articles

Modules complemented with respect to a torsion theory

Patrick F. Smith Department of Mathematics, University of Glasgow, G12 8QW, Glasgow, Scotland, UK
,
Ana M. De Viola- Prioli Departamento de Matemáticas, Universidad Simón Bolívar, Caracas, 89000, Venezuela
&
Jorge E. Viola- Prioli Departamento de Matemáticas, Universidad Simón Bolívar, Caracas, 89000, Venezuela
Pages 1307-1326 | Received 01 Mar 1996, Published online: 27 Jun 2007

Citations (8)

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Read on this site (3)

Toma Albu. (2014) The Osofsky-Smith Theorem for Modular Lattices, and Applications (II). Communications in Algebra 42:6, pages 2663-2683.
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Ana M. de Viola-Prioli & Jorge E. Viola-Prioli. (2000) The smallest closed subcategory containing the μcomplemented modules. Communications in Algebra 28:10, pages 4971-4980.
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Patrick F. Smith, Ana M. de Viola-Prioli & Jorge E. Viola - Prioli. (1997) On μ-complemented and singular modules. Communications in Algebra 25:4, pages 1327-1339.
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Articles from other publishers (5)

Seçil Çeken & Mustafa Alkan. (2010) On τ-Extending Modules. Mediterranean Journal of Mathematics 9:1, pages 129-142.
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SEPTIMIU CRIVEI, CONSTANTIN NĂSTĂSESCU & BLAS TORRECILLAS. (2010) ON THE OSOFSKY–SMITH THEOREM. Glasgow Mathematical Journal 52:A, pages 61-67.
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Semra Doğruöz. (2008) Extending modules relative to a torsion theory. Czechoslovak Mathematical Journal 58:2, pages 381-393.
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M. TAMER KOŞAN & ABDULLAH HARMANCI. (2012) DECOMPOSITIONS OF MODULES SUPPLEMENTED RELATIVE TO A TORSION THEORY. International Journal of Mathematics 16:01, pages 43-52.
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Septimiu Crivei. (2009) On τ-completely decomposable modules. Bulletin of the Australian Mathematical Society 70:1, pages 163-175.
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