Sur l'analyse des résidus dans le modèle linéaire

Henri Caussinus

Statistique et analyse des données (1980)

  • Volume: 5, Issue: 3, page 29-39
  • ISSN: 0750-7364

How to cite

top

Caussinus, Henri. "Sur l'analyse des résidus dans le modèle linéaire." Statistique et analyse des données 5.3 (1980): 29-39. <http://eudml.org/doc/108864>.

@article{Caussinus1980,
author = {Caussinus, Henri},
journal = {Statistique et analyse des données},
language = {fre},
number = {3},
pages = {29-39},
publisher = {Association pour la statistique et ses illustrations},
title = {Sur l'analyse des résidus dans le modèle linéaire},
url = {http://eudml.org/doc/108864},
volume = {5},
year = {1980},
}

TY - JOUR
AU - Caussinus, Henri
TI - Sur l'analyse des résidus dans le modèle linéaire
JO - Statistique et analyse des données
PY - 1980
PB - Association pour la statistique et ses illustrations
VL - 5
IS - 3
SP - 29
EP - 39
LA - fre
UR - http://eudml.org/doc/108864
ER -

References

top
  1. [1] ABRAHAMSE, A.P.J. and KOERTS J. (1971), New Estimators of Disturbances in Regression Analysis, J.A.S.A, 66, pp 71-74. Zbl0218.62074
  2. [2] ANSCOMBE, F.J. and TUKEY, J.W. (1963), The Examination and Analysis of Residuals, Technometrics, 5, N° 2, pp. 141-160. Zbl0118.13903MR187341
  3. [3] BARRA, J.R. (1971), Notions Fondamentales de Statistique Mathématique, Dunod, Paris. Zbl0257.62004MR402992
  4. [4] BENHELLI, M. (1980), Contribution à l'étude de l'autocorrélation des erreurs dans le modèle linéaire, Thèse de 3ême cycle, Université Paul Sabatier, Toulouse. 
  5. [5] BENHELLI, M. et LAMBERT, E. (1980), Comparaison de quelques tests d'indépendance des erreurs dans le modèle linéaire, en préparation. Zbl0489.62080
  6. [6] DUBBELMAN, C. (1978), Disturbances in the Linear Model, Estimation and hypothesis testing, Martinus Nijhoff Social Sciences Division, Leiden|Boston. Zbl0417.62054MR706900
  7. [7] DURBIN, J. (1961), Some Methods for Constructing exact tests, Biometrika, 48, pp. 41-55. Zbl0111.15703MR126313
  8. [8] DURBIN, J. and WATSON, G.S. ( 1950, 1951, 1971), Testing for Serial Correlation in Least Squares Regression, I , Biometrika, 37, pp. 409-428 ; I I , Biometrika, 38, pp. 159-178 ; I I I , Biometrika, 58, pp. 1-19. Zbl0039.35803MR39210
  9. [9] FIEGER, W. (1977), Transformationen, die die Normalverteilung Charakterisieren, Metrika, vol. 24, pp. 7-22. Zbl0365.62015MR431468
  10. [10] HILDRETH, C. (1971), A Note on Approximate Regression Disturbances, Discussion Paper n° 2, Center for Economic Research, Department of Economics, University of Minnesota, Minneapolis, Minnesota, 11 pp. 
  11. [11] LETAC, G. (1981), Isotropy and sphericity : some caracterisations of the normal distribution, Ann. Math. Stat., à paraître. Zbl0462.62014MR606624
  12. [12] PHILOCHE, J.L. (1977), Une condition de validité pour le test F, Statistique et Analyse des Données, 1-1977, pp. 37-59. 
  13. [13] PRESCOTT, P. (1975), An approximate Test for Outliers in Linear Models, Technometrics, 17, n° 1, pp. 129-132. Zbl0295.62057MR375654
  14. [14] PUTTER, J. (1967), Orthonormal Bases of Error Spaces and their Use for investigating the Normality and Variances of Residuals, J.A.S.A,, 62, pp. 1022-1036. Zbl0158.37601MR219195
  15. [15] RAMSEY, J.B. (1969), Tests for specification errors in classical linear least-squares regression analysis, J.R.S.S., B, 31, N° 2, pp. 350-371. Zbl0179.48902MR290502
  16. [16] SRIKANTAN, K.S. (1961), Testing for the Single Oultier in a Regression Model, Sankhy_, A, 23, pp. 251-260. Zbl0104.13203
  17. [17] STEFANSKY, W. (1971), Rejecting Outliers by Maximum Normed Residual, Ann. Math. Stat., 42, N° 1, pp. 35-45. Zbl0271.62105MR292216
  18. [18] STEFANSKY, W. (1972), Rejecting Outliers in Factorial Designs, Technometrics, 14, N° 2, pp. 469-479. Zbl0284.62053
  19. [19] STEPHENS, M.A. (1974), EDF Statistics for Goodness of Fit and Some Comparisons, J.A.S.A., 69, N° 347, p. 730-737. 
  20. [20] THEIL, H. (1965), The Analysis of Disturbances in Regression Analysis, J.A.S.A., 60, pp, 1067-79. MR191046
  21. [21] THEIL, H. (1968), A Simplification of the BLUS Procedure for Analyzing Regression Disturbances, J.A.S.A., 63, pp. 242-251. MR225438
  22. [22] TIAO, G.C. and GUTTMAN, I. (1967), Analysis of Outliers with Adjusted Residuals, Technometrics, 9, n° 4, pp. 541-559. MR226795
  23. [23] TIETJEN, G.L., MOORE, R.M. and BECKMAN, R.J. (1973), Testing for a Single Outlier in Simple Linear Regression, Technometrics, 15, N° 4, pp, 717-721. Zbl0268.62023
  24. [24] WARD, L.L. (1973), Is Uncorrelating the residuals worth it ?, Thèse, Mc Gill University, Montréal. 

NotesEmbed ?

top

You must be logged in to post comments.

To embed these notes on your page include the following JavaScript code on your page where you want the notes to appear.

Only the controls for the widget will be shown in your chosen language. Notes will be shown in their authored language.

Tells the widget how many notes to show per page. You can cycle through additional notes using the next and previous controls.

    
                

Note: Best practice suggests putting the JavaScript code just before the closing </body> tag.