Pidduck polynomial
nounEtymology Introduced by Pidduck (1910–1912).
1
Mathematics, Sciences Any of a group of polynomials sₙ(x) given by the generating function displaystyle ∑ₙ(s_n(x))/(n!)tⁿ=((1+t)/(1-t))ˣ(1-t)⁻¹.
noun
Etymology Introduced by Pidduck (1910–1912).
Mathematics, Sciences Any of a group of polynomials sₙ(x) given by the generating function displaystyle ∑ₙ(s_n(x))/(n!)tⁿ=((1+t)/(1-t))ˣ(1-t)⁻¹.
Entry derived from the Wiktionary, under licence CC BY-SA 4.0 — list of authors.
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