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Lipschitz mapping

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Lipschitz mapping [′lip‚shits ‚map·iŋ]
(mathematics)
A function ƒ from a metric space to itself for which there is a positive constantKsuch that, for any two elements in the space,aandb, the distance betweenƒ(a)andƒ(b)is less than or equal toKtimes the distance betweenaandb.


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