Gamaliel Cerda-Morales
Published 2019-04-11Version 1
In \cite{Choi-Jo}, the $am+b$ ($0\leq b<a$) subscripted Tribonacci numbers are studied. This work is devoted to study a new generalization of Fibonacci numbers called Padovan numbers. In particular, the $am+b$ subscripted Padovan numbers will be expressed by three $a$ step apart Padovan numbers for any $0\leq b<a$, where $a\in \mathbb{Z}$.
Generalizations of some identities involving the fibonacci numbers
Identities for Tribonacci-related sequences
Asymptotics of the Euler transform of Fibonacci numbers
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