Un algorithme performant pour le calcul des valeurs propres et des vecteurs propres en analyse factorielle des correspondances

Alexandros Karakos

Cahiers de l'analyse des données (1988)

  • Volume: 13, Issue: 2, page 205-222
  • ISSN: 0339-3097

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Karakos, Alexandros. "Un algorithme performant pour le calcul des valeurs propres et des vecteurs propres en analyse factorielle des correspondances." Cahiers de l'analyse des données 13.2 (1988): 205-222. <http://eudml.org/doc/88243>.

@article{Karakos1988,
author = {Karakos, Alexandros},
journal = {Cahiers de l'analyse des données},
keywords = {ALG. V. V. PROPRES},
language = {fre},
number = {2},
pages = {205-222},
publisher = {Dunod-Gauthier-Villars},
title = {Un algorithme performant pour le calcul des valeurs propres et des vecteurs propres en analyse factorielle des correspondances},
url = {http://eudml.org/doc/88243},
volume = {13},
year = {1988},
}

TY - JOUR
AU - Karakos, Alexandros
TI - Un algorithme performant pour le calcul des valeurs propres et des vecteurs propres en analyse factorielle des correspondances
JO - Cahiers de l'analyse des données
PY - 1988
PB - Dunod-Gauthier-Villars
VL - 13
IS - 2
SP - 205
EP - 222
LA - fre
KW - ALG. V. V. PROPRES
UR - http://eudml.org/doc/88243
ER -

References

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  1. 1. J.-P. Benzécri & coll., L'analyse des données, DUNOD, Tome II (1980) 3ème édition. 
  2. 2. G.H. Golub et C. Reinsch, Singular Value Decomposition and Least Squares Solution; Num. Math. 14, 403-420 (1970). Zbl0181.17602MR1553974
  3. 3. J. Ortega, Mathematical Methods for digital computers, Ralston & Wilf, Volume II (1968) Chap. 4 pp. 94-115. 
  4. 4. A.S. Householder, The theory of matrices in Numerical Analysis Dover Publications (1975). Zbl0329.65003MR378371
  5. 5. J.H. Wilkinson, Householder method for symetric Matrices, Num. Math. Vol. 4 pp 354-361 (1962). Zbl0107.34305MR148207
  6. 6. J.H. Wilkinson, The algebraic Eingenvalue problem, Clarendon Press, Oxford (1965). Zbl0626.65029MR184422
  7. 7. R.S. Martin, J.H. Wilkinson, Implicit QL Algorithm, Num. Math. Vol 12, pp. 377-383. Zbl0176.46304MR1553967
  8. 8. J.W. Givens, A method of Computing Eingenvalues and Eingenvectors suggested by classical results on symmetric matrices, Nat. Bur. Stant. Appl Math. Ser. 29 pp 117-122 (1953). Zbl0052.35003MR59070
  9. 9. J.H. Wilkinson, The calculation of the Eingevector of codiagonal matrices, Comp. Journal Vol. 1, pp. 148-152 (1958). Zbl0117.11002MR102915
  10. 10. J.P. Queri, A. Karakos, C. Bacoyannis, Aide au choix d'une méthode de résolution matricielle (Note technique EDF-GDF Ref. TC 79-(DF) JLQ-AK-CB). 
  11. 11. Smith B.T., Boyle J.J., Bongarra J.J., GarboW B.S., Ikebe Y., Klema V.C, Moler C.B, Matrix Eingensystem Routines-EISPACK guide second édition; Springer-Verlag (1976). Zbl0325.65016MR494879

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