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Symmetric decomposition of positive definite band matrices

  • Handbook Series Linear Algebra
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Numerische Mathematik Aims and scope Submit manuscript

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References

  1. Martin, R. S., G. Peters, andJ. H. Wilkinson: Symmetric decompositions of a positive definite matrix. Numerische Mathematik7, 362–383 (1965).

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  2. Wilkinson, J. H.: The algebraic eigenvalue problem. London: Oxford University Press 1965.

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  3. Rutishauser, H.: Solution of the eigenvalue problem with the LR transformation. Appl. Math. Ser. Nat. Bur. Stand.49, 47–81 (1958).

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  4. Ginsburg, T.: The conjugate gradient method. Numerische Mathematik5, 191–200 (1963).

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Authors and Affiliations

  1. Mathematics Division, National Physical Laboratory, Teddington, Middlesex, UK

    R. S. Martin & J. H. Wilkinson

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  1. R. S. Martin
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  2. J. H. Wilkinson
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Editor's note. In this fascicle, prepublication of algorithms from the Linear Algebra series of the Handbook for Automatic Computation is continued. Algorithms are published inAlgol 60 reference language as approved by the IFIP. Contributions in this series should be styled after the most recently published ones. Inquiries are to be directed to the editor.

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Martin, R.S., Wilkinson, J.H. Symmetric decomposition of positive definite band matrices. Numer. Math. 7, 355–361 (1965). https://doi.org/10.1007/BF01436248

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