Romer C. Castillo

On the Generalization of Factoriangular Numbers

Romer C. Castillo · Asian Research Journal of Mathematics · 2022

A factoriangular number is a sum of a factorial and its corresponding triangular number. This paper presents some forms of the generalization of factoriangular numbers. One generalization is the \(n^{(m)}\) -factoriangular number which is of the form \((n!)^{m}\) + \(S_m(n)\), wh...