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Reviews about "Eigenvalues And Eigenvectors (Direct And Iterative Methods) (G.1.3...)":

Date Reviewed 

Generalized eigenvector problem for Hermitian Toeplitz matrices and its application to beamforming Zhang L., Liu W., Peng B. Signal Processing 92(2): 374380, 2012. Type: Article
Zhang et al. present the problem of computing the output signaltointerferenceplusnoise ratio (SINR) as a generalized eigenvalue problem involving two symmetric positive definite Toeplitz matrices, the correlation matrix of the sign...

Jun 21 2012 

A majorizationminimization approach to the sparse generalized eigenvalue problem Sriperumbudur B., Torres D., Lanckriet G. Machine Learning 85(12): 339, 2011. Type: Article
The topic of eigenvalue problemsand, more broadly, generalized eigenvalue (GEV) problemsis an important area of study that is used in a wide range of application areas (for example, structural mechanics and fluid ...

Jan 27 2012 

Illumination invariant foreground detection using multisubspace learning Dong Y., Han T., Desouza G. International Journal of Knowledgebased and Intelligent Engineering Systems 14(1): 3141, 2010. Type: Article
Video surveillance has become ubiquitous in our lives, causing both beneficial and harmful results. However, the trend of increasing video surveillance will continue as long as the technology for automated processing of video streams i...

Jul 27 2010 

Efficient cable arrangement in cable stayed bridges based on sensitivity analysis of aeroelastic behaviour Jurado J., Nieto F., Hernández S., Mosquera A. Advances in Engineering Software 39(9): 757763, 2008. Type: Article
The cable systems of cablesupported bridges can be designed in harp, fan, or modified fan arrangements. This work provides an aeroelastic analysis to address the problem of structural flutter in such bridges, which are becoming increa...

Dec 17 2008 

Parallel computation of the eigenvalues of symmetric Toeplitz matrices through iterative methods Vidal A., Garcia V., Alonso P., Bernabeu M. Journal of Parallel and Distributed Computing 68(8): 11131121, 2008. Type: Article
The authors propose a new algorithm for the computation of eigenvalues and eigenvectors of symmetric Toeplitz matrices. The main idea behind the new algorithm is to apply the shiftandinvert technique to the wellknown Lanczos method....

Dec 16 2008 

The matrix eigenvalue problem: GR and Krylov subspace methods Watkins D., Society for Industrial and Applied Mathematics, Philadelphia, PA, 2007. 452 pp. Type: Book (9780898716412)
Many numerical problems can be restated in matrix form, often simplifying not only the mathematical documentation, but also the solution implementation. Yet, this is one area that appears to be underutilized in practice. I don̵...

Oct 27 2008 

Stateoftheart eigensolvers for electronic structure calculations of large scale nanosystems Vömel C., Tomov S., Marques O., Canning A., Wang L., Dongarra J. Journal of Computational Physics 227(15): 71137124, 2008. Type: Article
The use of electronic structure calculations in understanding nanosystems is a natural area for highquality computational modeling and simulation. This paper provides a fundamental study of how to select appropriate numerical methods...

Sep 9 2008 

Local energyoptimizing subdivision algorithms Ginkel I., Umlauf G. Computer Aided Geometric Design 25(3): 137147, 2008. Type: Article
The representation of a fitting surface is fundamental to a wide variety of applications, and it is central to computeraided design (CAD). This paper focuses on one aspect of generating surfaces: the use of local methods to develop en...

Jun 26 2008 

The quadratic eigenvalue problem in electric power systems Misrikhanov M., Ryabchenko V. Automation and Remote Control 67(5): 698720, 2006. Type: Article
The quadratic eigenvalue problem (QEP) is not usually covered in introductory linear algebra or numerical methods courses. Even advanced linear algebra texts, such as Gantmacher [1], covered it only in later chapters. Since the 1960s, ...

Oct 5 2006 

The eigenvalue problem for the 2D Laplacian in Hmatrix arithmetic and application to the heat and wave equation Lintner M. Computing 72(34): 293323, 2004. Type: Article
Hierarchical matrices (Hmatrices) form a subset of the set of all matrices. They have been introduced by Hackbusch to enable matrix operations of almost linear complexity. “The underlying idea is to de...

Jan 31 2006 





