Some Imputation Methods to Minimize the Effect of Non Response in Two-Occasion Rotation Patterns

References

• Ahmed , M. S. , Al-Titi , O. , Al-Rawi , Z. , Abu-Dayyeh , W. ( 2006 ). Estimation of a population mean using different imputation methods . Statist. Transit. 7 ( 6 ): 1247 – 1264 .
   Google Scholar
• Biradar , R. S. , Singh , H. P. ( 2001 ). Successive sampling using auxiliary information on both occasions . Cal. Statist. Assoc. Bull 51 : 243 – 251 .
   Google Scholar
• Cochran , W. G. ( 1977 ). Sampling Techniques . New York : John Wiley & Sons .
   Google Scholar
• Das , A. K. ( 1982 ). Estimation of population ratio on two occasions . J. Ind. Soc. Agr. Statist. 34 : 1 – 9 .
   Google Scholar
• Feng , S. , Zou , G. ( 1997 ). Sample rotation method with auxiliary variable . Commun. Statist. Theor. Meth. 26 ( 6 ): 1497 – 1509 .
   Web of Science ®Google Scholar
• Gupta , P. C. (1979). Sampling on two successive occasions. J. Statist. Res. 13:7–16.
   Google Scholar
• Jessen , R. J. ( 1942 ). Statistical investigation of a sample survey for obtaining farm facts . Iowa Agricult. Exper. Station Res. Bull ., No. 304. Ames: Iowa , pp. 1 – 104 .
   Google Scholar
• Kalton , G. , Kasprzyk , D. ( 1982 ). Imputing for missing survey responses . Proc. Sec. Surv. Res. Meth. Amer. Statist. Assoc. pp. 22 – 31 .
   Google Scholar
• Kalton , G. , Kasprzyk , D. , Santos , R. ( 1981 ). Issues of non-response and imputation of income and program participation . In: Krevoski , D. , Platek , R. , Rao , J. N. K. , eds. Currents Topics in Survey Sampling . New York : Academic Press , pp. 455 – 480 .
   Google Scholar
• Lee , H. , Rancourt , E. , Särndall , C. E. ( 1994 ). Experiments with variance estimation from survey data with imputed values . J. Official Statist. 10 ( 3 ): 231 – 243 .
   Google Scholar
• Lee , H. , Rancourt , E. , Särndall , C. E. ( 1995 ). Variance estimation in the presence of imputed data for the generalized estimation system . Proc. Amer. Statist. Assoc. (Soc. Surv. Res. Meth. Sec.) pp. 384 – 389 .
   Google Scholar
• Okafor , F. C. ( 2001 ). Treatment of non-response in successive sampling . Statistica 61 ( 2 ): 195 – 204 .
   Google Scholar
• Patterson , H. D. ( 1950 ). Sampling on successive occasions with partial replacement of units . J. Roy. Statist. Soc. 12 : 241 – 255 .
   Google Scholar
• Rao , J. N. K. , Graham , J. E. ( 1964 ). Rotation design for sampling on repeated occasions . J. Amer. Statist. Assoc. 59 : 492 – 509 .
   Web of Science ®Google Scholar
• Sande , I. G. ( 1979 ). A personal view of hot-deck imputation procedures . Surv. Methodo. Statist. Can. 5 : 238 – 258 .
   Google Scholar
• Sen , A. R. ( 1971 ). Successive sampling with two auxiliary variables . Sankhya Ser. B 33 : 371 – 378 .
   Google Scholar
• Sen , A. R. ( 1972 ). Successive sampling with p (p ≥ 1) auxiliary variables . Ann. Math. Statist. 43 : 2031 – 2034 .
   Google Scholar
• Sen , A. R. ( 1973 ). Theory and application of sampling on repeated occasions with several auxiliary variables . Biometrics 29 : 381 – 385 .
   Web of Science ®Google Scholar
• Singh , G. N. ( 2003 ). Estimation of population mean using auxiliary information on recent occasion in h-occasion successive sampling . Statist. Transit. 6 : 523 – 532 .
   Google Scholar
• Singh , G. N. ( 2005 ). On the use of chain-type ratio estimator in successive sampling . Statist. Transiti 7 : 21 – 26 .
   Google Scholar
• Singh , G. N. , Priyanka , K. ( 2006 ): On the use of chain-type ratio to difference estimator in successive sampling . IJAMAS 5 ( S06 ): 41 – 49 .
   Google Scholar
• Singh , G. N. , Priyanka , K. ( 2007a ). On the use of auxiliary information in search of good rotation patterns on successive occasions . Bull. Statist. Econ, 1 ( A07 ): 42 – 60 .
   Google Scholar
• Singh , G. N. , Priyanka , K. ( 2007b ). Effect of non-response on current occasion in search of good rotation patterns on successive occasions . Statist. Transit. New Ser. 8 ( 2 ): 273 – 292 .
   Google Scholar
• Singh , G. N. , Priyanka , K. ( 2008 ). Search of good rotation patterns to improve the precision of estimates at current occasion . Commun. Statist. Theor. Meth 37 ( 3 ): 337 – 348 .
   Web of Science ®Google Scholar
• Singh , G. N. , Singh , V. K. ( 2001 ). On the use of auxiliary information in successive sampling . J. Ind. Soc. Agric. Statist. 54 ( 1 ): 1 – 12 .
   Google Scholar
• Singh , G. N. , Priyanka , K. , Kozak , M. ( 2008 ). Use of imputation methods at current occasion in two-occasion rotation patterns . Model Assist. Statist. Applic. 3 ( 2 ): 99 – 112 .
   Google Scholar
• Singh , R. , Singh , N. ( 1991 ). Imputation methods in two-dimensional surveys . In: Recent Advances in Agricultural Statistics Research . New Delhi : Wiley Eastern Ltd .
   Google Scholar
• Singh , S. ( 2009 ). A new method of imputation in survey sampling . Statist. 43 ( 5 ): 499 – 511 .
   Web of Science ®Google Scholar
• Singh , S. , Horn , S. ( 2002 ). Compromised imputation in survey sampling . Metrika 51 : 266 – 276 .
   Web of Science ®Google Scholar
• Singh , V. K. , Singh , G. N. , Shukla , D. ( 1991 ). An efficient family of ratio-cum-difference type estimators in successive sampling over two occasions . J. Sci. Res. 41C : 149 – 159 .
   Google Scholar