[1. R. S. Biradar and H P Singh, “Successive sampling using auxiliary information on both occasions”, Cal. Stat. Assoc. Bull. 51, 243-251(2001).]Search in Google Scholar
[2. D. K. Chaturvedi and T.P. Tripathi, “Estimation of population ratio on two occasions using multivariate auxiliary information”, Jour. Ind. Statist. Assoc. 21, 113-120 (1983).]Search in Google Scholar
[3. R.K. Choudhary, H.V.L. Bathal, and U.C. Sud, “On Non-response in Sampling on Two Occasions”, J. Ind. Soc. Agril.Statist. 58, 331-343 (2004).]Search in Google Scholar
[4. W.G. Cochran, Sampling Techniques (John Wiley & Sons, New York 1977).]Search in Google Scholar
[5. A.K. Das, “Estimation of population ratio on two occasions”, Jour Ind. Soc. Ag Statist. 34, 1-9 (1982).]Search in Google Scholar
[6. C.O. Fabian and L. Hyunshik, “Double Sampling for ratio and regression estimation with sub-sampling the non-respondents”, Survey Methodology 26, 183-188 (2000).]Search in Google Scholar
[7. S. Feng and G. Zou, “Sample rotation method with auxiliary variable”, Commun. Statist. Theo-Meth. 26, 1497-1509 (1997).]Search in Google Scholar
[8. P.C. Gupta, “Sampling on two successive occasions”, Jour. Statist. Res. 13, 7-16 (1979).]Search in Google Scholar
[9. M.H. Hansen and W.N. Hurwitz, “The problem of the non-response in sample surveys”, J. Amer. Statist. Assoc. 41, 517 - 529 (1946).]Search in Google Scholar
[10. R.J. Jessen, Statistical investigation of a sample survey for obtaining farm facts, (Iowa Agricultural Experiment Station Road Bulletin No. 304, Ames, USA, 1-104 1942).]Search in Google Scholar
[11. H.D. Patterson, “Sampling on successive occasions with partial replacement of units”, Jour. Royal Statist. Assoc., Scr. B 12, 241-255 (1950).]Search in Google Scholar
[12. J.N.K. Rao and J.E. Graham, “Rotation design for sampling on repeated occasions,” Jour. Amer. Statist. Assoc. 59, 492-509 (1964).]Search in Google Scholar
[13. A.R. Sen, “Successive sampling with two auxiliary variables”, Sankhya, Ser. B 33, 371-378 (1971).]Search in Google Scholar
[14. A.R. Sen, “Successive sampling with p (p≥1) auxiliary variables,” Ann. Math. Statist. 43, 2031-2034 (1972).10.1214/aoms/1177690878]Search in Google Scholar
[15. A.R. Sen, “Theory and application of sampling on repeated occasions with several auxiliary variables”, Biometrics 29, 381-385 (1973).10.2307/2529401]Search in Google Scholar
[16. V.K. Singh, G.N. Singh, and D. Shukla, “An efficient family of ratio-cum-difference type estimators in successive sampling over two occasions”, J. Sci. Res. 41, 149-159 (1991).]Search in Google Scholar
[17. G.N. Singh and V.K. Singh, “On the use of auxiliary information in successive sampling,” Jour. Ind.Soc. Agri. Statist. 54, 1-12 (2001).]Search in Google Scholar
[18. G.N. Singh, “Estimation of population mean using auxiliary information on recent occasion in h occasions successive sampling,” Statistics in Transition. 6, 523-532 (2003).]Search in Google Scholar
[19. G.N. Singh, “On the use of chain-type ratio estimator in successive sampling,” Statistics in Transition 7, 21-26 (2005).]Search in Google Scholar
[20. H.P. Singh and S. Kumar, “A regression approach to the estimation of finite population mean in the presence of non-response”, Australian & New Zealand Journal of Statistics 50, 395-408 (2008).10.1111/j.1467-842X.2008.00525.x]Search in Google Scholar
[21. G.N. Singh and J.P. Karna, “Estimation of population mean on current occasion in two-occasion successive sampling”, Metron 67, 87-103 (2009).]Search in Google Scholar
[22. G.N. Singh and J.P. Karna, “Search of effective rotation patterns in presence of auxiliary information in successive sampling over two occasions”, Statistics in Transition-new series 10, 59-73 (2009).]Search in Google Scholar
[23. G.N. Singh and J.P. Karna, “Estimation of population mean under non- response in two-occasion rotation patterns,” Communications in Statistics-Theory & Methods 43, 3429-3442 (2014). 10.1080/03610926.2012.698784]Search in Google Scholar
