Narumi polynomials explained

In mathematics, the Narumi polynomials s_n(x) are polynomials introduced by given by the generating function

\displaystyle \sum s ^{n/n!} _{n(x)t} = \left( (t)/(log ( 1+ t)) \right) ^{a(1+t)} ^{x}

,

See also

• Umbral calculus

References

• • • Reprinted by Dover, 2005