On the Estimation of Population Mean Under Systematic Sampling Using Auxiliary Attributes
Author(s) -
Usman Shahzad
Publication year - 2016
Publication title -
oriental journal of physical sciences
Language(s) - English
Resource type - Journals
ISSN - 2456-799X
DOI - 10.13005/ojps01.0102.05
Subject(s) - estimator , population mean , simple random sample , mean squared error , mathematics , systematic sampling , statistics , sampling (signal processing) , population , sampling scheme , sampling design , estimation , computer science , engineering , demography , filter (signal processing) , sociology , computer vision , systems engineering
Systematic random sampling is the simplest type of sampling scheme, requires only one random start. It provides good results in some situations like; forest regions for assessing the volume of the timber etc. For details see Murthy (1967) and Cochran (1977). When supplementary information is available Swain (1964), Shukla (1971), Singh and Solanki (2012), and Singh et al. (2012) have developed some estimators for using available supplementary information. But none of these have paid their attention towards auxiliary attributes. So in our work, we utilize available auxiliary attributes.
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