Lexic.us

Definition of Lipschitz

1. Adjective. (mathematics) (Of a real-valued real function $f$) Such that there exists a constant $K$ such that whenever $x\_1$ and $x\_2$ are in the domain of $f$, $|f(x\_1)-f(x\_2)|\backslash leq\; K|x\_1-x\_2|$. ¹

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