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One of the caveats mentioned in the article is that the neural networks do not necessarily compute a given function precisely, but rather approximate it to an a
by gizmo686 11y ago
One of the caveats mentioned in the article is that the neural networks do not necessarily compute a given function precisely, but rather approximate it to an arbitrary accuracy. In the case of the Weierstrass function, this removes any weirdness. This is because, for any accuracy, you could approximate the Weierstrass function as a polynomial. Note that the polynomial example is only to show that the weirdness of the Weierstrass function is not relevant in this context. Approximating it as a polynomial is not necessarily a good approach to approximating it as a neural network.