Dae san Kim, taekyun Kim
Published 2022-02-23Version 1
Let P be the set of the sequence of polynomials of degree n. The aim of this paper is to study the Stirling numbers of the second kind associated with P and of the first kind associated with P, in a unified and systematic way with the help of umbral calculus technique. Our results are illustrated with many examples which give rise to interesting inverse relations in each case.
On the p-adic valuation of Stirling numbers of the first kind
Some identities on $λ$-analogues of $r$-stirling numbers of the second kind
$λ$-analogues of r-Stirling numbers of the first kind
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