On infinite rank integral representations of groups and orders of finite lattice type

Butler, M.C.R; Campbell, John; Kovacs, L

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On infinite rank integral representations of groups and orders of finite lattice type

Date

2004

Authors

Butler, M.C.R

Campbell, John

Kovacs, L

Publisher

Birkhauser Verlag

Abstract

Let ∧ = ℤG be the integer group ring of a group, G, of prime order. A main result of this note is that every ∧-module with a free underlying abelian group decomposes into a direct sum of copies of the well-known indecomposable ∧-lattices of finite

URI

http://hdl.handle.net/1885/87050

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ANU Research Publications

Source

Archiv der Mathematik

Type

Journal article

DOI

10.1007/s00013-004-1074-3

Restricted until

2037-12-31

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On infinite rank integral representations of groups and orders of finite lattice type

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