An Iterative Algorithm for Efficient Estimation of Normal Variance Using Sample Coefficient of Variation
by Miodrag M Lovric & Ashok Sahai.
This paper addresses the issue of finding an optimal estimator of the normal population variance when the coefficient of variation is unknown. Searls & Intarapanich (1990) found the MMSE [Minimum Mean Squared Error Estimator] of the normal population variance. The paper proposes an “Efficient Iterative Estimation Algorithm exploiting sample coefficient of variation for the efficient Normal variance estimation”. The estimators per this strategy have no close form, and hence are not amenable to an analytical study determining their relative efficiencies as compared to the usual unbiased sample variance estimator S2. Nevertheless, we examine these relative efficiencies of our estimators with respect to the usual unbiased estimator S2 by means of an illustrative numerical empirical study. MATLAB 220.127.116.111 (R2008b) is used in programming this illustrative ‘Simulated Empirical Numerical Study’.
MMSE, Sample Coefficient of Variation, Numerical Simulation Study
Ashok Sahai, firstname.lastname@example.org
Miodrag M Lovric, email@example.com
. A.M. Abd-Elfattah,firstname.lastname@example.org
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