It is straightforward to prove that $\triangledown f(x) = f(x) \; \triangledown\log(f(x))$.
But is there some intuitive way to understand this identity?
It is straightforward to prove that $\triangledown f(x) = f(x) \; \triangledown\log(f(x))$.
But is there some intuitive way to understand this identity?
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