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THE SMALL INDEX PROPERTY FOR COUNTABLE 1-TRANSITIVE LINEAR ORDERS
Published online by Cambridge University Press: 31 January 2005
Abstract
It is shown that the countable saturated discrete linear ordering has the small index property, but that the countable 1-transitive linear orders which contain a convex subset isomorphic to ${\Bbb Z}^2$ do not. Similar results are also proved in the coloured case.
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- Research Article
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- 2005 Glasgow Mathematical Journal Trust
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