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Special groups whose isometry relation is a finite union of cosets
Published online by Cambridge University Press: 12 March 2014
Abstract
ℵ0-stable ℵ0-categorical linked quaternionic mappings are studied and are shown to correspond (in some sense) to special groups which are ℵ0-stable, ℵ0-categorical, satisfy AP(3) and have finite 2-symbol length. They are also related to special groups whose isometry relation is a finite union of cosets, which are then considered on their own, as well as their links with pseudofinite, profinite and weakly normal special groups.
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- Copyright © Association for Symbolic Logic 2008
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