Approximately optimum strata boundaries for two concomitant stratification variables under proportional allocation Cover Image

Approximately optimum strata boundaries for two concomitant stratification variables under proportional allocation
Approximately optimum strata boundaries for two concomitant stratification variables under proportional allocation

Author(s): Faizan Danish, S. E. H. Rizvi
Subject(s): Methodology and research technology
Published by: Główny Urząd Statystyczny
Keywords: stratification points; proportional allocation; minimal equation;

Summary/Abstract: The proper choice of strata boundaries is an important factor determining the efficiency of the estimator of the considered characteristics of a population. In this article, the Cum V𝐷i( 𝑥, 𝑧) Rule (i=3,4) for obtaining approximately optimum strata boundaries has been applied, taking into account a single-study variable along with two concomitant variables serving as the basis of the stratification variables. The relative efficiency of the proposed methods has been demonstrated theoretically and empirically by comparing them to a selection of already-existing methods in a simulation study with the use of the proportional allocation method.

  • Issue Year: 22/2021
  • Issue No: 4
  • Page Range: 19-40
  • Page Count: 22
  • Language: English