Boas-Buck polynomial

Meaning

Noun

• Any member of the sequence of polynomials Φ_n^(r)(x) given by generating functions of the form $\backslash displaystyle\; C(zt^r\; B(t))=\backslash sum\_\{n\backslash ge0\}\backslash Phi\_n^\{(r)\}(z)t^n$.

Origin

• The case r=1 was studied in 1958 by Ralph P. Boas, Jr. and Robert Creighton Buck.