ON A CLASS OF MIXED GROUPS WITH SEMI-LOCAL <i>WALK</i> -ENDOMORPHISM RING - Concepedia

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ON A CLASS OF MIXED GROUPS WITH SEMI-LOCAL <i>WALK</i> -ENDOMORPHISM RING

11

Citations

7

References

2002

Year

Communications in Algebra

Abstract

In this paper the word “group” means “abelian group”, denotes the endomorphism ring of the group , is the torsion part of and is the -component of . A classical problem in Abelian Group (Module) Th...

References

	Year	Citations
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Regular and principal projective endomorphism rings of mixed abelian groups Sarah Glaz, W. Wickless Communications in Algebra Abstract AlgebraCommutative AlgebraRing TheoryMixed Abelian GroupsUniversal Algebra	1994	62
The Flat Dimension of Mixed Abelian Groups as $E$-Modules Ulrich Albrecht, H. Pat Goeters, W. Wickless Rocky Mountain Journal of Mathematics Representation TheoryFlat DimensionGroup RepresentationUniversal AlgebraNilpotent Group	1995	51
Self-small mixed abelian groups<i>G</i>with<i>G/T</i>(<i>G</i>) finite rank divisible A. A. Fomin, W. Wickless Communications in Algebra New DualityRepresentation TheoryMixed Group GLinear GroupsFrattini Subgroup	1998	21
Mixed Abelian Groups with Artinian Quasi-Endomorphism Ring Ulrich Albrecht Communications in Algebra Ring TheoryNilpotent GroupFrattini SubgroupMixed Abelian Groups	1997	18
Direct Sums of Self-Small Mixed Groups Steve T. Files, W. Wickless Journal of Algebra Representation TheoryDirect SumsFrattini SubgroupNilpotent GroupGroup Structure	1999	17
The Baer-Kaplansky Theorem for a Class of Global Mixed Groups Steve T. Files, W. Wickless Rocky Mountain Journal of Mathematics Geometric Group TheoryLie GroupRepresentation TheoryGlobal Mixed GroupsFrattini Subgroup	1996	16

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