A Note on the Asymptotic Behaviour of a Prime Factor Decomposition of the General Catalan-Larcombe-French Number

摘要

This paper examines asymptotically a previously established prime factor decomposition of the general term of the infinite Catalan-Larcombe-French sequence of integers. The presentation draws on a combination of straightforward limit theory (in the context of series) and standard number theory. Computational results validate some of the analysis.