2012Advanced materials researchOpen access

An Inverse Problem of Eigenvalue for Generalized Anti-Tridiagonal Matrices

Hui Wang, Zhi Bin Li

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Abstract

An inverse problem of eigenvalue for generalized Anti-Tridiagonal Matrices is discussed on the base of some inverse problems of Eigenvalue for Anti-Tridiagonal Matrices. The algorithm and uniqueness theorem of the solution of the problem are given, and some numerical example is provided

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What this paper is about

An inverse problem of eigenvalue for generalized Anti-Tridiagonal Matrices is discussed on the base of some inverse problems of Eigenvalue for Anti-Tridiagonal Matrices. The algorithm and uniqueness theorem of the solution of the problem are given, and some numerical example is provided

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Available abstract

An inverse problem of eigenvalue for generalized Anti-Tridiagonal Matrices is discussed on the base of some inverse problems of Eigenvalue for Anti-Tridiagonal Matrices. The algorithm and uniqueness theorem of the solution of the problem are given, and some numerical example is provided

Key concepts: Tridiagonal matrix, Eigenvalues and eigenvectors, Mathematics, Inverse iteration, Tridiagonal matrix algorithm, Divide-and-conquer eigenvalue algorithm, Inverse, Uniqueness

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