Exploring the depths of degenerate hyper-harmonic num-bers in view of harmonic functions
Künye
Al E’Damat, A., Khan, W.A., Duran, U., Kirmani, S.A.K., Ryoo, C.-S. (2024). Exploring the depths of degenerate hyper-harmonic numbers in view of harmonic functions. Journal of Mathematics and Computer Science, 35 (2), pp. 136-148. https://dx.doi.org/10.22436/jmcs.035.02.02Özet
This study aims to analyze several properties and relations of the degenerate hyper-harmonic numbers and the degenerate harmonic numbers. For this purpose, many identities including the Daehee numbers and derangement numbers, and degenerate Stirling numbers of the first kind are provided. Moreover, the first few values of the degenerate hyper-harmonic numbers are given and some graphical representations are shown.
