Jambura Journal of Mathematics
Vol 6, No 1: February 2024

The k-Tribonacci Matrix and the Pascal Matrix

Gemawati, Sri (Unknown)
Musraini, Musraini (Unknown)
Mirfaturiqa, Mirfaturiqa (Unknown)

Article Info

Publish Date
29 Feb 2024

Abstract

This article discusses the relationship between the k-Tribonacci matrix Tn(k) and the Pascal matrix Pn, by first constructing the k-Tribonacci matrix and then looking for its inverse. From the inverse k-Tribonacci matrix, unique characteristics can be constructed so that general shapes can be constructed, and then from the relationship of the k-Tribonacci matrix Tn(k) and the Pascal matrix Pn obtain a new matrix, i.e. Un(k). Furthermore, a factor is derived from the relationship of the k-Tribonacci matrix Tn(k) and the Pascal matrix Pn i.e. Pn = Tn(k)Un(k).

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Journal Info
Jambura Journal of Mathematics
Website

Abbrev

jjom

Publisher

Universitas Negeri Gorontalo

Subject

Mathematics

Description

Jambura Journal of Mathematics (JJoM) is a peer-reviewed journal published by Department of Mathematics, State University of Gorontalo. This journal is available in print and online and highly respects the publication ethic and avoids any type of plagiarism. JJoM is intended as a communication forum ...