[Artés, E. M., Rueda, M. M. and Arcos A., 1999. Aportaciones al muestreo sucesivo. Metodología de Encuestas, 1(1), 19-28.]Search in Google Scholar
[Artés, E. M., García Luengo, A. V., 2001. Estimation of current population ratio in successive sampling. Journal of the Indian Society of Agricultural Statistics, 54(3), 342-354.]Search in Google Scholar
[Artés, E. M., García Luengo, A. V. and Oña, I., 2001. Una alternativa a la estimación de razón en dos ocasiones, Publicaciones del Ministerio de Defensa, 123-134.]Search in Google Scholar
[Artés, E., García Luengo, A. V., 2005. Multivariate indirect methods of estimation in successive sampling. J. Indian Soc. Agricultural Statist., 59(2), 97-103.]Search in Google Scholar
[Choudhary, R.K, Bathla, H.V.L, Sud, U.C., 2004. On non-response in sampling on two occasions. Journal of the Indian Society of Agricultural Statistics, 58, 331-343.]Search in Google Scholar
[Cochran, W. G., 1977. Sampling Techniques. Third edition. John Wiley & Sons, New York.]Search in Google Scholar
[Eckler, A. R., 1955. Rotation sampling. The Annals of Mathematical Statistics, 26, 664-685.10.1214/aoms/1177728427]Search in Google Scholar
[García Luengo, A. V., Artés, E. M., 2002. Improvement on estimating of current population ratio in successive sampling. Brazilian Journal of Probability and Statistics, 16(2), 107-122.]Search in Google Scholar
[García Luengo, A. V., 2008. Estimation of current population product in successive sampling. Pakistan Journal of Statistics, 24(2), 87-98.]Search in Google Scholar
[García Luengo, A. V., Oña, I., 2010. The non-response in the change of mean and the sum of mean for current occasion in sampling on two occasions. Chilean Journal of Statistics Vol. 2, No. 1, 63-84.]Search in Google Scholar
[Garcia Luengo, A. V., 2013. Improvement on the non-response in the population ratio of mean for current occasion in sampling on two occasions. Pakistan Journal of Statistics and Operation Research, Vol. 9, No. 1, 25-51.10.18187/pjsor.v9i1.478]Search in Google Scholar
[Garcia Luengo, A. V., 2014. A Study on Non-Response for the Estimation of Current Population Ratio in Sampling on Two Occasions. Journal of Advanced Computing. Volumen 3, No. 1, 35-55.10.7726/jac.2014.1003]Search in Google Scholar
[Gupta, P. C., 1979. Some estimation problems in sampling using auxiliary information, Ph. D. thesis IARS. New Delhi.]Search in Google Scholar
[Hansen, M. H., Hurwitz, W. N., 1946. The problem of the non-response in sample surveys. Journal of the American Statistical Association, 41, 517-529.10.1080/01621459.1946.1050189420279350]Search in Google Scholar
[Jessen, R. J., 1942. Statistical investigation of a sample survey for obtaining farm facts. Iowa Agricultural Experiment Statistical Research Bulletin, 304, 54-59 (for SPR material).]Search in Google Scholar
[Karna, J. P., Nath D. CH., 2015. Successive sampling strategy under non response. JAMSI, 11, No.1, 115-139.10.1515/jamsi-2015-0007]Search in Google Scholar
[Okafor, F. C., Arnab, R., 1987. Some strategies of two-stage sampling for estimating population ratios over two occasions. The Australian Journal of Statistics, 29(2), 128-142.10.1111/j.1467-842X.1987.tb00729.x]Search in Google Scholar
[Okafor, F. C., 1992. The theory and application of sampling over two occasions for the estimation of current population ratio. Statistica, 1, 137-147.]Search in Google Scholar
[Okafor, F. C., Lee, H., 2000. Double sampling for ratio and regression estimation with sub-sampling the non-respondents. Survey Methodology, 26, 183-188.]Search in Google Scholar
[Okafor, F. C., 2001. Treatment of non-response in successive sampling. Statistica, 61, 195-204.]Search in Google Scholar
[Patterson, H. D., 1950. Sampling on successive occasions with partial replacement of units. Journal of The Royal Statistical Society Series B–Statistical Methodology, B12, 241-255.10.1111/j.2517-6161.1950.tb00058.x]Search in Google Scholar
[Raj, D., 1968. Sampling Theory. McGraw Hill, New York.]Search in Google Scholar
[Rao, J. N. K., 1957. Double ratio estimate in forest surveys. Journal of the Indian Society of Agricultural Statistics, 9, 191-204.]Search in Google Scholar
[Rao, J. N. K., Pereira, N.P., 1968. On double ratio estimators. Sankhya, A, 30, 83-90.]Search in Google Scholar
[Singh, M. P. 1967. Ratio–cum–Product Method of Estimation. Metrika, 12, 34–42.]Search in 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. Jour. Sci. Res., 41, C, 149-159.]Search in Google Scholar
[Singh, G. N., Priyanka, K., 2007. Estimation of population mean at current occasion in successive sampling under a super-population model. Model Assisted Statistics and Applications, 2, 189-200.10.3233/MAS-2007-2402]Search in Google Scholar
[Singh, H. P., Kumar, S., 2009. Estimation of multivariate indirect methods in presence of non-response in successive sampling. Metron, LXVII(2), 153-175.]Search in Google Scholar
[Singh, H. P., Kumar, S., 2010. Estimation of population product in presence of non-response in successive sampling. Statistical Papers, 51, 4, Pages 975-996.10.1007/s00362-008-0193-5]Search in Google Scholar
[Singh, H. P., Kumar, S. and Bhougal, S., 2011: Multivariate Ratio Estimation in Presence of Non-Response in Successive Sampling, Journal of Statistical Theory and Practice, 5:4, 591-61110.1080/15598608.2011.10483733]Search in Google Scholar
[Tikkiwal, B. D., 1951. Theory of Successive Sampling. Unpublished thesis for diploma I.C.A.R., New Delhi, India.]Search in Google Scholar
[Yates, F., 1949. Sampling Methods for Censuses and Surveys. Griffin, London.]Search in Google Scholar