Some Identities of Harmonic and Hyperharmonic Fibonacci Numbers
Mirac Cetin Firengiz, Can Kizilates, Fatma Yesil Baran, Naim Tuglu
article (Uluslararası, Hakemli) | Yazar(lar): Mirac Cetin Firengiz, Can Kizilates, Fatma Yesil Baran, Naim Tuglu — Özet: This paper is concerned with the combinatorial identities of the harmonic and the hyperharmonic Fibonacci numbers. By using the symmetric algorithm, we get some identities which improve the usual res
This paper is concerned with the combinatorial identities of the harmonic and the hyperharmonic Fibonacci numbers. By using the symmetric algorithm, we get some identities which improve the usual results and generalize known equations. Moreover, with the help of concept of Riordan array, we obtain the generating functions for these numbers and a variety of identities are derived.