On the Extended (k, t) - Fibonacci Numbers

Falcon, Sergio (2024) On the Extended (k, t) - Fibonacci Numbers. Journal of Advances in Mathematics and Computer Science, 39 (7). pp. 81-89. ISSN 2456-9968

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Official URL: https://doi.org/10.9734/jamcs/2024/v39i71914

Abstract

This article studies an extension of the concept of k-Fibonacci numbers by introducing a new non-zero positive integer parameter t. In case t = 1, the numbers found are the Leonardo numbers. A homogeneous recurrence relationship is found between these new numbers, and various formulas are studied such as the Binet Identity or the generating function

Item Type:	Article
Subjects:	Article Archives > Mathematical Science
Depositing User:	Unnamed user with email support@articlearchives.org
Date Deposited:	17 Jul 2024 06:39
Last Modified:	17 Jul 2024 06:39
URI:	http://archive.paparesearch.co.in/id/eprint/2164

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