单词 | Differentiable |
释义 | DifferentiableA Function is said to be differentiable at a point if its Derivative exists at that point. Let ![]() and the function is said to be Complex Differentiable. Amazingly, there exist ContinuousFunctions which are nowhere differentiable. Two examples are the Blancmange Function andWeierstraß Function.See also Blancmange Function, Cauchy-Riemann Equations, Complex Differentiable, Continuous Function,Derivative, Partial Derivative, Weierstraß Function |
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