MERUMUSKAN PERHITUNGAN HASIL PANGKAT BILANGAN BULAT POSITIF MATRIKS TRIDIAGONAL
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Date
2022-12
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Publisher
Elfitra
Abstract
This article disccuses a new approach to evaluate the integer positive powers from
tridiagonal matrices by using Chebyshev polynomials in two cases, when the tridi-
agonal matrix has even order n = 2p and the tridiagonal matrix has odd order
n = 2p + 1 with p 2 N. In addition, this article also aims to show how the Cheby-
shev polynomial can be used to determine the formulation of the transformation
matrix and the inverse of the transformation matrix.
Description
Keywords
Chebyshev polynomial, telescoping series, characteristic polynomial, eigenvalue, tridiagonal matrix
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