Let us consider the function:

$$f(s)=1/(iπ)*(log(h(s)/g(s)))$$

where $h$ and $g$ are complex functions such that the $log$ function is well defined and $i²=-1$.

My **question** is: How one can find the real and the imaginary parts of $f$ in term of the the real and the imaginary parts of $g$ and $h$.

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