$X$ is a random variable and a cost function is $f(x;c)$ where $c$ is the parameter to be estimated.
Then how to find $c$ to maximize $E_x[H(f(x;c))]$, where H is Heaviside unit step function.
$X$ is a random variable and a cost function is $f(x;c)$ where $c$ is the parameter to be estimated.
Then how to find $c$ to maximize $E_x[H(f(x;c))]$, where H is Heaviside unit step function.
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