I am new to numeric differentiation. How might I go about approximating the value of a derivative $\partial y/\partial x$ at a particular $x$?
$y = \log(f_X(x))$
$f_X$ is a probability density function defined over $(-\infty, \infty)$
I am new to numeric differentiation. How might I go about approximating the value of a derivative $\partial y/\partial x$ at a particular $x$?
$y = \log(f_X(x))$
$f_X$ is a probability density function defined over $(-\infty, \infty)$
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