International Journal of Statistics and Systems
  • Year: 2010
  • Volume: 5
  • Issue: 1

A Note on Estimation of Mean in a Stratified Population using Known Co-Efficient of Variation

  • Author:
  • B. Bhaskara Rama Sarma1, S.V.N.L. Lalitha2
  • Total Page Count: 5
  • Page Number: 17 to 21

1Faculty of Mathematics, #2–284, Vivekananda Street, Hanumannagar, Ramavarappadu, Vijayawada, A.P., India.

2Faculty of Electrical Engg., K.L.E.F. University, Vaddeswaram, Guntur, A.P., India.

Abstract

In estimating the parameters of a population if one can sacrifice the property of unbiasedness, better estimators in view of minimum mean squared error(MMSE) can be obtained. The present investigation brings out such estimators T&T* for the mean of a stratified population, employing aprior information, namely the co-efficient of variation. The procedure adopted is based on that of Searle. D.T (1964). Relative- efficiencies of T & T* over where is the conventional unbiased estimator of are calculated. It is found that T is superior to always, whereas T* is conditionally superior to . Larger gains are observed in efficiencies for small sample sizes.