Countably subadditive | Article about countably subadditive by The Free Dictionary
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countably subadditive
countably subadditive
[
kau̇nt·ə·blē səb′ad·əd·iv
]
(mathematics)
A set function
m
is countably subadditive if, given any sequence of sets, the measure of the union is less than or equal to the sum of the measures of the sets.
Mentioned in
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Carathéodory outer measure
countably subadditive set function
outer measure
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