Definition
A math property meaning a function's output can't change too wildly when its input changes a little.
A function f is Lipschitz with constant L if ||f(x) − f(y)|| ≤ L ||x − y||; used to bound sensitivity and ensure stability.
A math property meaning a function's output can't change too wildly when its input changes a little.
A function f is Lipschitz with constant L if ||f(x) − f(y)|| ≤ L ||x − y||; used to bound sensitivity and ensure stability.