Faber polynomials

In mathematics, the Faber polynomials P_m of a Laurent series

$f(z)=z^{-1}+a_0+a_{1}z+\cdots$

are the polynomials such that

$P_m(f)-z^{-m}$

vanishes at z=0. They were introduced by Template:Harvs and studied by Template:Harvs and Template:Harvs.

References

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