Is it possible to make $x$ the subject of an equation of the form:
$aW(-e^x)+b\ln[cW(-e^x)+d]+x+h=0$
where $W(x)$ is the lambert-W function and $a,b,c,d,h$ are arbitrary constants?
Is it possible to make $x$ the subject of an equation of the form:
$aW(-e^x)+b\ln[cW(-e^x)+d]+x+h=0$
where $W(x)$ is the lambert-W function and $a,b,c,d,h$ are arbitrary constants?
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