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Communications in Algebra Volume 29, 2001 - Issue 6
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Original Articles

STACKED BASES FOR HOMOGENEOUS COMPLETELY DECOMPOSABLE GROUPS

L. Salce* Dipartimento di Matematica Pura e Applicata, Universita' di Padova, Via Belzoni 7, Padova, 35131, Italy
&
L. Strüngmann† Universität Essen, Fachbereich 6, Mathematik und Informatik, Essen, 45117, Germany
Pages 2575-2588 | Received 01 Jan 2000, Published online: 16 Aug 2006

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A. I. Generalov & I. M. Zilberbord. (2021) Generalized “stacked bases” theorem for modules over semiperfect rings. Communications in Algebra 49:6, pages 2597-2605.
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Articles from other publishers (6)

I. M. Zilberbord. (2016) Stacked Decomposition Theorem for Modules Over Serial Left Noetherian Rings. Journal of Mathematical Sciences 219:4, pages 519-522.
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Brendan Goldsmith, Fatemeh Karimi & Ahad Mehdizadeh Aghdam. (2013) Some generalizations of torsion-free Crawley groups. Czechoslovak Mathematical Journal 63:3, pages 819-831.
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Manfred Dugas & K. M. Rangaswamy. (2004) Stacked bases theorem for Butler groups. Forum Mathematicum 16:2.
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Luigi Salce. (2002) Abelian Group Theory in Italy. Rocky Mountain Journal of Mathematics 32:4.
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Rüdiger Göbel. (2002) Remarks about the History of Abelian Groups in England and Germany. Rocky Mountain Journal of Mathematics 32:4.
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Lutz Strüengmann. (2001) A category equivalence between homogeneous completely decomposable abelian groups and modules over principal ideal domains. Journal of Pure and Applied Algebra 159:2-3, pages 339-346.
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