outer measure


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outer measure

[′au̇d·ər ′mezh·ər]
(mathematics)
A function with the same properties as a measure except that it is only countably subadditive rather than countably additive; usually defined on the collection of all subsets of a given set.
Lebesgue exterior measure
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References in periodicals archive ?
There are articles in the literature associated with fuzzy outer measure [3].
The fuzzy number valued Lebesgue outer measure for the fuzzy subset [mu] is defined as m*([mu]) = (0, [?
The fuzzy number valued outer measure for the fuzzy subset [mu] is defined as m*([mu]) = (0, [?
On fuzzy number valued Lebesgue outer measure

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