Gold 79

Orthogonal polynomials on the unit circle

Gold ID

79

Link

https://sigir21.wmflabs.org/wiki/Orthogonal_polynomials_on_the_unit_circle#math.132.7

Formula

$\Phi _{n}^{*}(z)=z^{n}{\overline {\Phi _{n}(1/{\overline {z}})}}$

TeX Source

\Phi_n^*(z)=z^n\overline{\Phi_n(1/\overline{z})}

Translation Results
Semantic LaTeX	Mathematica Translation	Maple Translations
		-

Semantic LaTeX

Translation

\Phi_n^*(z) = z^n{\conj{\Phi_n(1 / \overline{z})}}

Expected (Gold Entry)

\Phi_n^*(z) = z^n{\conj{\Phi_n(1 / \conj{z})}}

Mathematica

Translation

Expected (Gold Entry)

\[CapitalPhi]\[Prima][n_, z_] := z^n*Conjugate[\[CapitalPhi][n, Divide[1, Conjugate[z]]]]

Maple

Translation

Expected (Gold Entry)