Eigenvalue algorithm

Known as: Eigensolver, Matrix eigenvalue problem, Symbolic computation of matrix eigenvalues

In numerical analysis, one of the most important problems is designing efficient and stable algorithms for finding the eigenvalues of a matrix, or…

Papers overview

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2011

We consider mixed problems for strongly elliptic second-order systems in a bounded domain with Lipschitz boundary in the space ℝn…

2006

This paper presents the advances in electromagnetic (EM) field computation that have been enabled by the US DOE SciDAC…

2006

This brief presents a new application of the theory of noise in free running oscillators based on the Floquet eigenvector…

2006

2004

We use linear stability analysis to approximate the axisymmetric to nonaxisymmetric transition in the differentially heated…

1994

1994

In Part I of this work, Paulino et al.1 have presented an algorithm for profile and wavefront reduction of large sparse matrices…

1990

This paper considers scalar-input two-dimensional nonlinear systems for which the linearization, has a simple zero uncontrollable…

1986

The characteristic impedance of finlines with up to three slots is calculated by a rigorous hybrid-mode analysis which includes…

1962