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ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS

Year 2013, Volume: 14 Issue: 3, 231 - 239, 04.05.2015

Abstract

In most repeated surveys interest centers both on the estimation of the pop ulation mean on each successive occasion and estimation of further population parameters like net c hanges, number index estimation or average over several occasions. Due to this fact many of repeate d surveys are rotating surveys. The multipurpose nature  of  repeated  surveys poses  additional questions to  the  already difficult theory of rotating surveys. The aim of the paper is to analyze how the use of auxiliary information on each successive occasion and consequently increase of the ef ficiency of the mean estimation on each rotating surveys.occasion affects efficiency of net changes estimation in tthe case of repeated

 

 

 

References

  • Berger, Y.G., Priam, R. (2010). Estimation of Correlations between Cross-Sectional Estimates from Repeated Surveys - an Application to The Variance of Change. Proceedings of The 2010 Statistic Canada Symposium
  • Binder, D.A. and Dick, J.P. (1989). Modelling and Estimation for Repeated Surveys. Survey Methodology, 15 (1), 29-45.
  • Kim, K. W., Park. Y. S. and Kim, N. Y. (2005). l-Step Generalized Composite Estimator under 3Way Balanced Rotation Design. Journal of the Korean Statistical Society, 34, 219 - 233.
  • Duncan, G.J. and Kalton, G. (1987). Issues of Design and Analysis of Surveys Across Time. International Statistical Review 55 (1), 97-117.
  • Jones, R. (1980). Best Linear Unbiased Estimators for Repeated Surveys. Journal of the Royal Statistical society Series B 42, 221 – 226.
  • Kordos, J. (2012). Review of Application of Rotation Methods in Sample Surveys in Poland. Statistics in Transition, New Series, 2012, 13 (2), 47—64.
  • Kowalczyk, B. (2003). Estimation of The Population Total on The Current Occasion under Second Stage Unit Rotation Pattern. Statistics in Transition, 6 (4), 503-513.
  • Kowalczyk, B. (2003). Classical and Regression Estimator of The Ratio on Successive Occasions, Survey Sampling In Economic and Social Research, University of Economics in Katowice (in Polish), Katowice, 78-79.
  • Kowaczyk, B. (2004). Number Index Estimation using Auxiliary Information in Repeated Rotating Surveys, Sampling Designs for Environmental, Economic and Social Surveys: Theoretical and Practical Perspectives, Conference Papers, September 23-24, Sienna, Italy.
  • Kowalczyk, B. (2013). Composite Estimation Issues in Sample Surveys Based on Rotating Samples (in Polish), Warsaw School of Economics Publishing.
  • Kowalski (2009). Optimal Estimation in Rotation Patterns. Journal Statistical Planning and Inference: 139(4), 2429-2436.
  • McLaren, C. H. and Steel, D. G. (2001). Rotation Patterns and Trend Estimation for Repeated Surveys using Rotation Group Estimates. Statistica Neerlandica, 55, 221-238.
  • Park, Y. S., Kim, K. W. and Choi, J. W. (2001). One-Level Rotation Design Balanced on Time in Monthly Sample and in Rotation Group. Journal of the American Statistical Association, 96, 1483-1496
  • Patterson, H.D. (1950). Sampling on Successive Occasions with Partial Replacement of Units. Journal of the Royal Statistical Society, Series B 12, 241-255.
  • Rao, J. and Graham, J. (1964), Rotation Designs for Sampling on Repeated Occasions. Journal of the American Statistical Association 50, 492-509.
  • Särndal, C.E., Swensson, B. and Wretman, J. (1992). Model Assisted Survey Sampling. SpringerVerlag.
  • Wesołowski, J., (2010). Recursive Optimal Estimation in Szarkowski Rotation Scheme. Statistical in Transition. 11(2) , 267-285.

ANA ADOLU lı Bilimler vve Mühendi slik

Year 2013, Volume: 14 Issue: 3, 231 - 239, 04.05.2015

Abstract

Tekkrarlı birçok ankette ilgi ardışık her bveya belirli oolay ortalamsayı indeeks tahmini vyoğunlaşşmaktadır. Bamaçlı yyapısı zaten oBu çalışmanın amacortalamaa tahminininanketler ile analiz etm

References

  • Berger, Y.G., Priam, R. (2010). Estimation of Correlations between Cross-Sectional Estimates from Repeated Surveys - an Application to The Variance of Change. Proceedings of The 2010 Statistic Canada Symposium
  • Binder, D.A. and Dick, J.P. (1989). Modelling and Estimation for Repeated Surveys. Survey Methodology, 15 (1), 29-45.
  • Kim, K. W., Park. Y. S. and Kim, N. Y. (2005). l-Step Generalized Composite Estimator under 3Way Balanced Rotation Design. Journal of the Korean Statistical Society, 34, 219 - 233.
  • Duncan, G.J. and Kalton, G. (1987). Issues of Design and Analysis of Surveys Across Time. International Statistical Review 55 (1), 97-117.
  • Jones, R. (1980). Best Linear Unbiased Estimators for Repeated Surveys. Journal of the Royal Statistical society Series B 42, 221 – 226.
  • Kordos, J. (2012). Review of Application of Rotation Methods in Sample Surveys in Poland. Statistics in Transition, New Series, 2012, 13 (2), 47—64.
  • Kowalczyk, B. (2003). Estimation of The Population Total on The Current Occasion under Second Stage Unit Rotation Pattern. Statistics in Transition, 6 (4), 503-513.
  • Kowalczyk, B. (2003). Classical and Regression Estimator of The Ratio on Successive Occasions, Survey Sampling In Economic and Social Research, University of Economics in Katowice (in Polish), Katowice, 78-79.
  • Kowaczyk, B. (2004). Number Index Estimation using Auxiliary Information in Repeated Rotating Surveys, Sampling Designs for Environmental, Economic and Social Surveys: Theoretical and Practical Perspectives, Conference Papers, September 23-24, Sienna, Italy.
  • Kowalczyk, B. (2013). Composite Estimation Issues in Sample Surveys Based on Rotating Samples (in Polish), Warsaw School of Economics Publishing.
  • Kowalski (2009). Optimal Estimation in Rotation Patterns. Journal Statistical Planning and Inference: 139(4), 2429-2436.
  • McLaren, C. H. and Steel, D. G. (2001). Rotation Patterns and Trend Estimation for Repeated Surveys using Rotation Group Estimates. Statistica Neerlandica, 55, 221-238.
  • Park, Y. S., Kim, K. W. and Choi, J. W. (2001). One-Level Rotation Design Balanced on Time in Monthly Sample and in Rotation Group. Journal of the American Statistical Association, 96, 1483-1496
  • Patterson, H.D. (1950). Sampling on Successive Occasions with Partial Replacement of Units. Journal of the Royal Statistical Society, Series B 12, 241-255.
  • Rao, J. and Graham, J. (1964), Rotation Designs for Sampling on Repeated Occasions. Journal of the American Statistical Association 50, 492-509.
  • Särndal, C.E., Swensson, B. and Wretman, J. (1992). Model Assisted Survey Sampling. SpringerVerlag.
  • Wesołowski, J., (2010). Recursive Optimal Estimation in Szarkowski Rotation Scheme. Statistical in Transition. 11(2) , 267-285.
There are 17 citations in total.

Details

Primary Language English
Journal Section Articles
Authors

Barbara Kowalczyk

Publication Date May 4, 2015
Published in Issue Year 2013 Volume: 14 Issue: 3

Cite

APA Kowalczyk, B. (2015). ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS. Anadolu University Journal of Science and Technology A - Applied Sciences and Engineering, 14(3), 231-239.
AMA Kowalczyk B. ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS. AUJST-A. May 2015;14(3):231-239.
Chicago Kowalczyk, Barbara. “ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS”. Anadolu University Journal of Science and Technology A - Applied Sciences and Engineering 14, no. 3 (May 2015): 231-39.
EndNote Kowalczyk B (May 1, 2015) ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS. Anadolu University Journal of Science and Technology A - Applied Sciences and Engineering 14 3 231–239.
IEEE B. Kowalczyk, “ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS”, AUJST-A, vol. 14, no. 3, pp. 231–239, 2015.
ISNAD Kowalczyk, Barbara. “ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS”. Anadolu University Journal of Science and Technology A - Applied Sciences and Engineering 14/3 (May 2015), 231-239.
JAMA Kowalczyk B. ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS. AUJST-A. 2015;14:231–239.
MLA Kowalczyk, Barbara. “ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS”. Anadolu University Journal of Science and Technology A - Applied Sciences and Engineering, vol. 14, no. 3, 2015, pp. 231-9.
Vancouver Kowalczyk B. ON THE USE OF AUXILIARY INFORMATION IN MULTIPURP OSE ROTATING SURVEYS. AUJST-A. 2015;14(3):231-9.