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On three sets with no point in common
Published online by Cambridge University Press: 26 February 2010
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From time to time results about partitioning a given set into subsets have been established. (See for example [2], [3].) We consider here the reverse problem of forming the union of three sets in a certain best possible way. For simplicity we work in Euclidean n-space, En. Let mX denote the measure of the set X.
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- Copyright © University College London 1978
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