Art
J-GLOBAL ID：202002259964550942
Reference number：20A2805891
An Elementary Proof of Convergence of Unshifted QR method Based on Jordan Normal Form
QR法の収束のJordan標準形を出発点とする初等的な証明
Author (1)：
Material：
Volume：
63rd (Web)
Page：
ROMBUNNO.1C3-1 (WEB ONLY)
Publication year：
2020
JST Material Number：
F0989D
Document type：
Proceedings
Article type：
原著論文
Country of issue：
Japan (JPN)
Language：
JAPANESE (JA)
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All keywords is available on JDreamIII(charged).
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JST classification (2)：
JST classification
Category name(code) classified by JST.
Numerical computation
, Theory of computation
Reference (6)：
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J. G. F. Fransis: The QR transformation A Unitary Analogue to the LR Transformation Part 1; The Computer Joural, Vol. 4, No. 3, pp.265-271(1961)
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J. G. F. Fransis: The QR transformation Part 2; The Computer Joural, Vol. 4, No. 4, pp.332-345(1962)
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J. H. Wilkinson: The Algebraic Eigenvalue Problem, p.517 周辺, Oxford (1965)
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B. N. Parlett and W. G.Polle Jr.: A Geometric Theory for the QR, LU, and Power Iterations; SIAM Journal on Numerical Analysis, Vol. 10, No. 2, pp.389-412 (1973)
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D. S. Watkins: Understanding the QR Algorithm; SIAM Review, Vol. 24, No. 4, pp.427-440 (1982)
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