An Algorithm to Construct a Tridiagonal Matrix Factored by Bidiagonal Matrices with Prescribed Eigenvalues and Specified Entries

This paper presents an algorithm to construct a tridiagonal matrix factored by bidiagonal matrices with prescribed eigenvalues and specified matrix entries. The proposed algorithm addresses inverse eigenvalue problems (IEPs) constrained by LR decomposition. Using techniques from discrete soliton th...

Szczegółowa specyfikacja

Opis bibliograficzny

1. autor:	Koichi Kondo
Format:	Artigo
Język:	Inglês
Wydane:	ITB Journal Publisher 2025-04-01
Seria:	Journal of Mathematical and Fundamental Sciences
Hasła przedmiotowe:	determinant expression discrete soliton theory inverse eigenvalue problem LR decomposition tridiagonal matrix
Dostęp online:	https://journals.itb.ac.id/index.php/jmfs/article/view/25269
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