Gottlieb polynomials explained
In mathematics, Gottlieb polynomials are a family of discrete orthogonal polynomials given by
\displaystyle\elln(x,λ)=e-nλ
k\binom{n}{k}\binom{x}{k}=e-nλ{}2F
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Notes and References
- Gottlieb . M. J. . 1938 . Concerning some polynomials orthogonal on a finite or enumerable set of points. . . 0002-9327 . 60 . 2 . 453–458 . 10.2307/2371307 . 64.0329.01 . 2371307 .