Humbert polynomials explained

In mathematics, the Humbert polynomials π(x) are a generalization of Pincherle polynomials introduced by given by the generating function

\displaystyle ( 1- mxt + t ^{m)} ^{-λ} = \sum ^{inf ty} _{n =0} \pi ^{λ} _{n,m} (x)t ^{n}

.

See also

• Umbral calculus