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on Feb 14, 2019
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Neural Networks Are Essentially Polynomial Regress...
Not to be nitpicky: it is not the Taylor polynomial (it does not approach any
continuous
function). It is a result by weierstrass on polynomial approximation on a closed interval.
f(x)=exp(-x^2) has the same Taylor expansion as g(x)=0 at x=0.
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f(x)=exp(-x^2) has the same Taylor expansion as g(x)=0 at x=0.