I'm looking for function calculating polynomial of best approximation (in sense of uniform norm) to given function $f(x)$ on interval $[a,b]$. I know Remez algorithm doing this. In
<< FunctionApproximations` package I found function
My question is: if I use it with $(m,k)=(n,0)$ i would get $n$th best polynomial for function $f$? If not, it's implemented somewhere else in Mathematica?