Chalmond, Bernard
Régression avec résidus spatialement autocorrélés et recherche de la tendance spatiale
Statistique et analyse des données, Tome 11 (1986) no. 2 , p. 1-25
Zbl 0621.62087 | MR 920356
URL stable : http://www.numdam.org/item?id=SAD_1986__11_2_1_0

Bibliographie

[1] Anderson T. W., The statistical analysis of times series, John-Wiley, 1971. MR 283939 | Zbl 0835.62074

[2] Deboor C., Bicubic spline interpolation, J. Math. Phys., 41, p212-218, 1962. MR 158512 | Zbl 0108.27103

[3] Diggle P. J., Discussion on Silverman's paper: Some aspects of spline smoothing approach to non-parametric curve fitting, JRSS B, 47, 1, p28-29, 1985. MR 805063 | Zbl 0606.62038

[4] Durbin J., Present position and potentiel developments: Some personal views. Time series analysis. JRSS A, 147, Part 2, p l61-173, 1984. Zbl 0549.62058

[5] Cea J., Optimisation, Dunod, 1971. MR 298892 | Zbl 0211.17402

[6] Cea J. et Glowinski R., Sur des méthodes d'optimisation par relaxation, RAIRO, R-3, p 5-32, 1973. Numdam | MR 367765 | Zbl 0279.90033

[7] Chalmond B., Restauration stochastique et analyse d'une surface recouverte par une texture, Actes du 4eme congrès de Reconnaissance des Formes et d'Intelligence Artificielle, Tome 1, p l-14, AFCET-INRIA, 1984.

[8] Chalmond B. Régression avec résidus spatialement autocorrélés: estimation par le maximum de vraisemblance, Journée de Statistique de l'ASU, 1984.

[9] Guyon X., Parameter estimation for stationary proces on a d-dimensinal lattice, Biometrika, 69, 1, p 95-105, 1982. MR 655674 | Zbl 0485.62107

[10] Guyon X., Champs stationnaires sur Z2 : modèles, statistitiques et simulation, Prépublication Orsay T21, 1985.

[11] Kashyap R.L. et Chellapa R., Estimation and choice of neighbors in spatial interaction models in image, IEEE Trans. Inf. Theory, IT-29, 1, p 60-72, 1983. Zbl 0507.62082

[12] Lawson C. et Hanson R., Solving least squares problems, Prentice-Hall, 1974. MR 366019 | Zbl 0860.65028

[13] Mardia K.V. et Marshall R.J., Maximum likehood estimation of models for residual covariance in spatial regression, Biometrika, 71, 1, p l36-146, 1984. MR 738334 | Zbl 0542.62079

[14] Martin R.J., Some aspects of experimental design and analysis when errors are correlated. Biometrika, 69, 3, P 497-512, 1982. MR 695205 | Zbl 0497.62067

[15] Ord K., Estimation methods for models of spatial interaction. JASA, 70, p l20-126, 1975. MR 413393 | Zbl 0313.62063

[16] Pierce D., Least squares estimation in the regression model with autoregressive - moving average errors, Biometrika, 58, 2, p 299-312., 1971. MR 329169 | Zbl 0226.62066

[17] Prenter P., Splines and variational methods, Jonh-Wiley, 1971. MR 483270 | Zbl 0344.65044

[18] Wald A., Note on the consistency of the maximum likehood estimates, Ann. Math. Stat., 20, p 595-601, 1949. MR 32169 | Zbl 0034.22902

[19] Walker A. M., Asymptotic properties of the least squares estimates of parameter of the spectrum of a stationary non-deterministic time series, J. Austr. Math. Soc., 35, 363-384, 1964. MR 171345 | Zbl 0124.10504

[20] Whittle P., On stationary processes in the plane, Biometrika, 41, p 434-449, 1954. MR 67450 | Zbl 0058.35601