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AN ESTIMATE OF EIGENVALUES IN THE SYMMETRIC QR ALGORITHM
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作者 蒋尔雄 薛峰 曲延云 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 1999年第1期101-112,共12页
The estimate of the eigenvalues is given when the off-diagonal elements in symmetric tridiagonal matrix are replaced by zero. The result can be applied to QR or QL algorithm. It is a generalization of Jiang’ s result... The estimate of the eigenvalues is given when the off-diagonal elements in symmetric tridiagonal matrix are replaced by zero. The result can be applied to QR or QL algorithm. It is a generalization of Jiang’ s result in 1987. This estimate is sharper than Hager’s result in 1982 and could not 展开更多
关键词 PERTURBATION of EIGENVALUE SYMMETRIC tridiagonol MATRIX EIGENVALUE problem.
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