2014•International Journal of Computer ApplicationsOpen access

A Numerical Approach to solve Three-Parameter Matrix Eigenvalue Problems by Kronecker Product Method

Niranjan Bora, Arun Kumar Baruah

Abstract

In this work it is intended to discuss three-parameter matrix eigenvalue problems and its numerical aspects.The problem is reduced into its corresponding one-parameter problems in tensor product space.Then applying kronecker product method eigenvalue and eigenvectors have been estimated.A numerical example is also presented in this paper.

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Key concepts: Kronecker product, Computer science, Eigenvalues and eigenvectors, Kronecker delta, Matrix (chemical analysis), Applied mathematics, Product (mathematics), Mathematical optimization