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Table des matières de ce fascicule | Article précédent | Article suivant Haziza, David
Inférence en présence d'imputation simple dans les enquêtes : un survol. Journal de la société française de statistique, 146 no. 4 (2005), p. 69-118
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[1] BEAUMONT J.-F., HAZIZA D., RANCOURT E. (2005). « Variance estimation under auxiliary value imputation », Technical report, Statistics Canada, Ottawa. [2] BRICK J. M., KALTON G., KIM J. K. (2004). « Variance estimation with hot deck imputation using a model», Survey Methodology, 31, 57-66. [3] CHEN J., SHAO J. (2000). « Nearest-neigbor imputation for survey data», Journal of Official Statistics 16, 583-599. [4] CHEN J., SHAO J. (2001). « Jackknife variance estimation for nearest-neigbor imputation», Journal of the American Statistical Association, 96, 260-269. MR 1952736 | Zbl 1014.62008 [5] CHEN J., RAO J. N. K., SITTER R. R. (2000). « Efficient random imputation for missing data in complex surveys», Statistica Sinica, 10, 1153-1169. MR 1804553 | Zbl 0960.62013 [6] DEVILLE J. C., SÄRNDAL C. E. (1994). « Variance estimation for the regression imputed Horvitz-Thompson estimator», Journal of Official Statistics, 10, 381-394. [7] EFRON B. (1979). « Bootstrap methods : another look at the jackknife», Annals of Statistics, 7, 1-26. MR 515681 | Zbl 0406.62024 [8] ELTINGE J. L., YANSANEH I. S. (1997). « Diagnostics for formation of nonresponse adjustment cells, with an application to income nonresponse in the U. S. Consumer Expenditure Survey», Survey Methodology, 23, 33-40. [9] FAY R. E. (1991). « A design-based perspective on missing data variance», Proceedings of the 1991 Annual Research Conference, U.S. Bureau of the Census, 420-440. [10] HANSEN M. H., HURVITZ W. N., MADOW W. G. (1953). « Sample Survey Methods and theory», I et II, New York Wiley. [11] HAZIZA D., BEAUMONT J.-F. (2002). « Construction des classes d'imputation dans les enquêtes», Technical report, Statistics Canada, Ottawa. [12] HAZIZA D., BEAUMONT J.-F. (2005). « On the construction of imputation classes in surveys», Soumis pour publication. [13] HAZIZA D., RAO J. N. K. ( 2003a), « Inference for totals in cluster sampling under mean imputation for missing survey», Actes du Symposium de Statistique Canada 2003, CD-Rom. [14] HAZIZA D., RAO J. N. K. ( 2003b). « Inference for population means under unweighted imputation for missing survey data», Survey Methodology, 23, 81-90. [15] HAZIZA D., RAO J. N. K. (2004). « Inférence pour des statistiques bivariées en présence d'imputation dans le cas d'enquêtes stratifiées à degrés multiples», dans Échantillonnage et Méthodes d'Enquêtes, Ardilly. P., (éditeur), 189-196. [16] HAZIZA D., RAO J. N. K. (2005). « Inference for domains under imputation for missing survey data», Canadian Journal of Statistics, 33, 149-161. MR 2193025 | Zbl 1071.62007 [17] KALTON G., KASPRZYK D. (1986). « The treatment of missing survey data», Survey Methodology, 12, 1-16. [18] KOVAR J. G., WHITRIDGE P. J. (1995). « Imputation of business survey data», dans Business Survey Methods, Cox, B. G., Binder, D. A., Chinnappa, B. N., Christianson, A., Colledge, M.J. and Kott, P. S. (editors), New York : John Wiley and Sons, 403-423. [19] LlTTLE R. J. A. (1986). « Survey nonresponse adjustments», International Statistical Review, 54, 139-157. Zbl 0596.62009 [20] OH H. L., SCHEUREN F. J. (1983). « Weighting adjustments for unit non-response», dans Incomplète Data in Sample Survey, vol2, Madow, W. G., Olkin, I. , Rubin, D. B. (editors), New York : John Wiley and Sons, 143-184. [21] QIN J., LEUNG D., SHAO J. (2002). « Estimation with survey data under nonignorable nonresponse or informative sampling», Journal of the American Statistical Association, 97, 193-200. MR 1947279 | Zbl 1073.62513 [22] QUENOUILLE M. (1949). « Problems in plane sampling», Annals of Mathematical Statistics, 20, 355-375. MR 32175 | Zbl 0035.09103 [23] RANCOURT E. (2001). « Edit and imputation : from suspicious to scientific techniques», Actes de l'Association internationale des statisticiens d'enquête, 605-633. [24] RAO J. N. K. (1990). « Variance estimation under imputation for missing data», Technical report, Statistics Canada, Ottawa. [25] RAO J. N. K., SHAO J. (1992). « Jackknife variance estimation with survey data under hot-deck imputation», Biometrika, 79, 811-822. MR 1209480 | Zbl 0764.62008 [26] RAO J. N. K., SITTER R. R. (1995). « Variance estimation under two-phse sampling with application to imputation for missing data», Biometrika, 82, 453-460. MR 1354243 | Zbl 0823.62011 [27] RUBIN D. B. (1976). « Inference and missing data», Biometrika, 63, 581-590. MR 455196 | Zbl 0344.62034 [28] RUBIN D. B. (1978). « Multiple imputation in sample surveys - a phenomenological Bayesian approach to nonresponse», Proceedings of the Section on Survey Research Methods, American Statistical Association, 20-34. [29] SAIGO H., SHAO J., SITTER R. R. (2001). « A repeated half-sample bootstrap and balanced repeated replication for randomly imputed data», Survey Methodology, 27, 189-196. [30] SANTOS R. (1981). « Effect of imputation on regression coefficients», Proceedings of the Section on Survey Research Methods, American Statistical Association, 140-145. [31] SÄRNDAL C. E. (1990). « Methods for estimating the precision of survey estimates when imputation has been used», Proceedings of Symposium 1990, Measurement and improvement of data quality, 337-347. [32] SÄRNDAL C. E. (1992). « Methods for estimating the precision of survey estimates when imputation has been used», Survey Methodology, 18, 241-252. [33] SHAO J., SITTER R. R. (1996). « Bootstrap for imputed survey data», Journal of the American Statistical Association, 91, 1278-1288. MR 1424624 | Zbl 0880.62011 [34] SHAO J., STEEL P. (1999). « Variance estimation for survey data with composite imputation and nonnegligible sampling fractions», Journal of the American Statistical Association, 94, 254-265. MR 1689230 | Zbl 1072.62518 [35] SHAO J., WANG H. (2002). « Sample correlation coefficients based on survey data under regression imputation», Journal of the American Statistical Association, 97, 544-552. MR 1941471 | Zbl 1073.62514 [36] SKINNER C.J., RAO J. N. K. (2002). « Jackknife variance estimation for multivariate statistics under hot deck imputation from common donors», Journal of Statistical Planning and Inference, 102, 149-167. MR 1885199 | Zbl 1004.62009
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