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- Q2226602 subject Q6927308.
- Q2226602 subject Q7139561.
- Q2226602 subject Q8266681.
- Q2226602 abstract "Template:ForIn mathematics, the Bauer–Fike theorem is a standard result in the perturbation theory of the eigenvalue of a complex-valued diagonalizable matrix. In its substance, it states an absolute upper bound for the deviation of one perturbed matrix eigenvalue from a properly chosen eigenvalue of the exact matrix. Informally speaking, what it says is that the sensitivity of the eigenvalues is estimated by the condition number of the matrix of eigenvectors.The theorem was proved by Friedrich L. Bauer and C. T. Fike in 1960.".
- Q2226602 wikiPageWikiLink Q10886678.
- Q2226602 wikiPageWikiLink Q1147936.
- Q2226602 wikiPageWikiLink Q1501997.
- Q2226602 wikiPageWikiLink Q1566872.
- Q2226602 wikiPageWikiLink Q1767080.
- Q2226602 wikiPageWikiLink Q190524.
- Q2226602 wikiPageWikiLink Q2713824.
- Q2226602 wikiPageWikiLink Q395.
- Q2226602 wikiPageWikiLink Q652941.
- Q2226602 wikiPageWikiLink Q654182.
- Q2226602 wikiPageWikiLink Q6852339.
- Q2226602 wikiPageWikiLink Q68604.
- Q2226602 wikiPageWikiLink Q6927308.
- Q2226602 wikiPageWikiLink Q7139561.
- Q2226602 wikiPageWikiLink Q727103.
- Q2226602 wikiPageWikiLink Q8266681.
- Q2226602 wikiPageWikiLink Q939253.
- Q2226602 comment "Template:ForIn mathematics, the Bauer–Fike theorem is a standard result in the perturbation theory of the eigenvalue of a complex-valued diagonalizable matrix. In its substance, it states an absolute upper bound for the deviation of one perturbed matrix eigenvalue from a properly chosen eigenvalue of the exact matrix.".
- Q2226602 label "Bauer–Fike theorem".