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The torsion‐free part of the Ziegler spectrum of orders over Dedekind domains
Mathematical Logic Quarterly 66 (1):20-36 (2020)
Abstract
We study the R‐torsion‐free part of the Ziegler spectrum of an order Λ over a Dedekind domain R. We underline and comment on the role of lattices over Λ. We describe the torsion‐free part of the spectrum when Λ is of finite lattice representation type.My notes
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References found in this work
The torsionfree part of the Ziegler spectrum of $RG$ when $R$ is a Dedekind domain and $G$ is a finite group.A. Marcja, M. Prest & C. Toffalori - 2002 - Journal of Symbolic Logic 67 (3):1126-1140.
On the undecidability of some classes of abelian-by-finite groups.Annalisa Marcja, Mike Prest & Carlo Toffalori - 1993 - Annals of Pure and Applied Logic 62 (2):167-173.
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