Gold 88

Discrete q-Hermite polynomials

Gold ID

88

Link

https://sigir21.wmflabs.org/wiki/Discrete_q-Hermite_polynomials#math.144.2

Formula

$h_n(ix;q^{-1})=i^n{\hat{h}}_n(x;q)$

TeX Source

h_n(ix;q^{-1}) = i^n\hat h_n(x;q)

Translation Results
Semantic LaTeX	Mathematica Translation	Maple Translations
	-	-

Semantic LaTeX

Translation

\discqHermitepolyhI{n}@{\iunit x}{q^{-1}} = \iunit^n \discqHermitepolyhI{}@{}{}

Expected (Gold Entry)

\discqHermitepolyhI{n}@{\iunit x}{q^{-1}} = \iunit^n \discqHermitepolyhII{n}@{x}{q}

Mathematica

Translation

Expected (Gold Entry)

Maple

Translation

Expected (Gold Entry)