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ALMOST ALL SETS OF $d+ 2$ POINTS ON THE $(d- 1)$-SPHERE ARE NOT SUBTRANSITIVE
Published online by Cambridge University Press: 28 March 2013
Abstract
We generalise an argument of Leader, Russell, and Walters to show that almost all sets of $d+ 2$ points on the $(d- 1)$-sphere ${S}^{d- 1} $ are not contained in a transitive set in some ${\mathbf{R} }^{n} $.
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- Research Article
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- Copyright © University College London 2013