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Communications in Algebra Volume 22, 1994 - Issue 8
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Original Articles

When is homR(M,−) equal to homR(M,−) in the category R-gr?

J.L. Gómez Pardo Departamento de Alxebra, Universidade de Santiago, Santiago, E-15771, Spain
,
G. Militaru Facultatea de Matematică, Universitatea Bucuresti, Bucharest, RO-70109, Romania
&
C. Năstăsescu Facultatea de Matematică, Universitatea Bucuresti, Bucharest, RO-70109, Romania
Pages 3171-3181 | Received 01 May 1993, Published online: 27 Jun 2007

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Read on this site (6)

Fred Rohrer. (2020) Graded change of ring. Quaestiones Mathematicae 43:7, pages 813-839.
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Fred Rohrer. (2014) Coarsening of Graded Local Cohomology. Communications in Algebra 42:2, pages 593-599.
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Jan Žemlička. (2012) Small Modules over Abelian Regular Rings. Communications in Algebra 40:7, pages 2485-2493.
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Jan Žemlička. (2008) When Products of Self-Small Modules are Self-Small. Communications in Algebra 36:7, pages 2570-2576.
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Kent R. Fuller & Weimin Xue. (2000) On quasi-duaiity modules. Communications in Algebra 28:4, pages 1919-1937.
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Bogdan Lon. (1999) Some topics on hom (M, –) in the category of relative hopf modules. Communications in Algebra 27:3, pages 1297-1305.
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Articles from other publishers (6)

Josef Dvořák & Jan Žemlička. (2022) Connected objects in categories of S-acts. Semigroup Forum 105:2, pages 398-425.
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Peter Kálnai & Jan Žemlička. (2019) Compactness in abelian categories. Journal of Algebra 534, pages 273-288.
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Simion Breaz & Jan Žemlička. (2007) When every self-small module is finitely generated. Journal of Algebra 315:2, pages 885-893.
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Robert El Bashir, Tomáš Kepka & Petr Němec. (2003) Modules Commuting (Via Hom) with Some Colimits. Czechoslovak Mathematical Journal 53:4.
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S. Caenepeel, G. Militaru & Zhu Shenglin. (1997) Crossed modules and doi-hopf modules. Israel Journal of Mathematics 100:1, pages 221-247.
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Jan Trlifaj. 1995. Abelian Groups and Modules. Abelian Groups and Modules 467 473 .

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