Abelian group theory : proceedings of the 1987 Perth Conference held August 9-14, 1987 / Laszlo Fuchs, Rüdiger Göbel, and Phillip Schultz, editors.

Saved in:

Bibliographic Details
Corporate Author:	Conference on Abelian Group Theory Perth, W.A.
Other Authors:	Fuchs, László (Editor), Göbel, R. (Rüdiger), 1940- (Editor), Schultz, Phillip, 1933- (Editor)
Format:	eBook
Language:	English
Published:	Providence, Rhode Island : American Mathematical Society, [1989]
Series:	Contemporary mathematics (American Mathematical Society) ; volume 87.
Subjects:	Abelian groups > Congresses. Abelian groups Conference papers and proceedings
Online Access:	Click for online access

Table of Contents:

""Contents""; ""Preface""; ""List of Participants""; ""Helmut Ulm : His Work and its impact on Recent Mathematics""; ""Extensions of Torsion-Complete pâ€?Groups""; ""Plain Global Bases of Reduced Abelian pâ€?Groups""; ""On Set Theory and the Balanced-Projective Dimension or CÎ© Groups""; ""Essentially Indecomposable Abelian pâ€?Groups having a Filtration of Prescribed Type""; ""Isomorphic Automorphism Groups of Primary Abelian Groups II""; ""Endomorphism Rings of Mixed Abelian Groups""; ""The Endomorphism Ring of a Valuated Group""; ""Quasi-Endomorphism Rings for a Class of Butler Groups""
""Representations of Partially Ordered Sets and Abelian Groups""""Vector Spaces with Four Distinguished Subspaces and Applications to Modules""; ""Abelian Groups A such that the Category of Aâ€?solvable Groups is Preabelian""; ""Type Invariants of Torsionâ€?Free Abelian Groups""; ""Separable Vector Groups""; ""Bihomogeneous Groups""; ""On the pâ€?Rank of Hom( A, B)""; ""Torsionâ€?free Eâ€?Uniserial Groups of Infinite Rank""; ""Eâ€?Transitive Groups in L""; ""The Local Equivalence Theorem""; ""Eâ€?Modules""; ""Some Applications of Abelian Group Theory to Modules""
""Finitely Generated Modules Over Valuation Domains""""Torsion Divisible Dimension""; ""Some Remarks on Aâ€?Radicals""; ""Cardinality Restrictions on Preradicals""; ""Continuous Modules have the Exchange Property""

Similar Items