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Lipschitz condition

[lip-shits] /ˈlɪp ʃɪts/
noun, Mathematics
1.
the property of a function on a closed interval such that the absolute value of the difference in functional values at any two points in the interval is less than a constant times the absolute value of the difference of the points raised to some positive power m, called the order.
Also called Hölder condition.
Origin of Lipschitz condition
named after Rudolf Lipschitz (1832-1903), German mathematician
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Based on the Random House Dictionary, © Random House, Inc. 2015.
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