tezhengzhi This procedure for the sake of the larg

Title: tezhengzhi

Category:
matlab
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File Size:
2kb
Update:
2012-11-26
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Uploaded by:
lqt123489

Description: This procedure for the sake of the largest eigenvalue matrix, all eigenvalues and eigenvectors, applications by a power law and the Jacobi clearance method

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[operations1] - with power law with the anti-power metho
[Jacobi(language c)] - Realizes with the language C, the way of
[Jacobialgorithm.Rar] - achieve Jacobi iterative algorithm in Ma
[seekingmatrixeigenvalue.Rar] - This the solution matrix eigenvalue larg
[mm] - Jacobi iteration equation Jacobian an it
[chengcifenxi] - Analysis System-level algorithms, lookin
[matlab] - How to use MATLAB for the smallest eigen
[QR_algrithm] - Matrix eigenvalues and eigenvectors of t
[lanczos1] - Lanczos infusion using eigenvalue

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