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Abstrakty
In this paper some classes of modified ratio type estimators with additive and multiplicative adjustments made to the simple mean per unit estimator and classical ratio estimator are suggested to obtain more efficient ratio type estimators compared to the classical one. Their biases and mean square errors are obtained and compared with first order approximations. (original abstract)
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Twórcy
autor
- Utkal University, Bhubaneswar, India
autor
- SOA University, Bhubaneswar, India
Bibliografia
- COCHRAN, W. G., (1953). Sampling Techniques, Wiley, New York.
- PRABHU-AJGAONKAR, S. G., (1993). Non-existence of an optimum estimator in a class of ratio estimators, Statistical Papers, 34, 1, 161-165.
- SINGH, D., CHAUDHARY, F. S., (1986). Theory and Analysis of Sample Survey Designs, New Age International (P)Ltd. Publishers, New Delhi.
- SRIVASTAVA, S. K., (1967). An estimator using auxiliary information in sample surveys, Bull. Cal. Stat Assoc., 16, 121-132.
- SRIVASTAVA, S. K., (1971). Generalized estimator for mean of a finite population using multi auxiliary information. Journ. Amer. Stat. Assoc., 66, 404-407.
- SRIVASTAVA, S. K., (1980). A class of estimator using auxiliary information in sample surveys. Canadian Journal of Statistics, 8, 253-254.
- SUKHATME, P. V., SUKHATME, B. V., ASOK, C., (1984). Sampling theory of surveys with Applications, Asia Publishing House, New Delhi.
- SWAIN, A. K. P. C., (2013). On some modified ratio and product type estimators-Revisited, Investigacion Operacional, Vol. 34, 1, 35-57.
- WALSH, J. E., (1970). Generalization of ratio estimate of population total, Sankhya, A., 32, 141-46.
- WATSON, D. J., (1937). The estimation of leaf areas, Journ. Ag. Sc., 27, 474.
Typ dokumentu
Bibliografia
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