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Communications in Algebra Volume 34, 2006 - Issue 4
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Original Articles

A Version of the Weak Krull–Schmidt Theorem for Infinite Direct Sums of Uniserial Modules

Pavel Příhoda Faculty of Mathematics and Physics, Department of Algebra, Charles University in Prague, Prague, Czech RepublicCorrespondence[email protected]
Pages 1479-1487 | Received 09 Dec 2004, Published online: 03 Sep 2006

Citations (7)

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Read on this site (1)

Marco Perone. (2012) The Infinite Krull–Schmidt Property in the Case 2. Communications in Algebra 40:11, pages 4215-4239.
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Articles from other publishers (6)

M. Behboodi & S. Roointan-Isfahani. (2016) Almost uniserial rings and modules. Journal of Algebra 446, pages 176-187.
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Adel Alahmadi & Alberto Facchini. (2015) Direct products of modules whose endomorphism rings have at most two maximal ideals. Journal of Algebra 435, pages 204-222.
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Alberto Facchini. (2012) Direct-sum decompositions of modules with semilocal endomorphism rings. Bulletin of Mathematical Sciences 2:2, pages 225-279.
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ŞULE ECEVIT, ALBERTO FACCHINI & M. TAMER KOŞAN. (2010) DIRECT SUMS OF INFINITELY MANY KERNELS. Journal of the Australian Mathematical Society 89:2, pages 199-214.
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Alberto Facchini & Pavel Příhoda. (2008) Monogeny dimension relative to a fixed uniform module. Journal of Pure and Applied Algebra 212:9, pages 2092-2104.
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Pavel Příhoda. (2007) Projective modules are determined by their radical factors. Journal of Pure and Applied Algebra 210:3, pages 827-835.
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