2008
DOI: 10.1080/00330120802212180
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A Comparison of Design-Based and Model-Based Analysis of Sample Surveys in Geography

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“…The stratified multistage cluster sampling design creates non-independence among units, along with disproportionate sampling where some groups may be oversampled or a probability proportional to size has been applied [5,6]. This creates two primary challenges that must be addressed when analyzing complex survey data: 1) homogeneity that results from the non-simple random sample (i.e., non-independence) and 2) disproportionate sampling that results in unequal selection probabilities (e.g., oversampling or adjustment for non-response) [7,8]. Failure to address these issues results in incorrect estimation of standard errors, which often results in underestimation and an increased probability of a type I error [6,9].…”
Section: Introductionmentioning
confidence: 99%
“…The stratified multistage cluster sampling design creates non-independence among units, along with disproportionate sampling where some groups may be oversampled or a probability proportional to size has been applied [5,6]. This creates two primary challenges that must be addressed when analyzing complex survey data: 1) homogeneity that results from the non-simple random sample (i.e., non-independence) and 2) disproportionate sampling that results in unequal selection probabilities (e.g., oversampling or adjustment for non-response) [7,8]. Failure to address these issues results in incorrect estimation of standard errors, which often results in underestimation and an increased probability of a type I error [6,9].…”
Section: Introductionmentioning
confidence: 99%