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The principles of cluster sampling, its comparison with simple random sampling (srs), and the concept of variable-sized clusters. It includes examples of different clustering schemes and their impact on sampling variance. Cluster sampling is a method used when it is economical to sample entire clusters instead of individual units, and it can provide more precision than srs if the individuals within clusters vary more on average.
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Clustering Scheme A Plot Count Cluster A 2 1 B 6 2 C 8 1 D 10 2 E 10 3 F 12 3 TRUE AVG 8
Cluster Member1 Member2 Average deviance 1 2 8 5 9 2 6 10 8 0 3 10 12 11 9 Mean 8 Variance 6
Scheme B Scheme C Sample Member1 Member2 Average Deviance^2 Member1 Member2 Average Deviance^ 1 2 6 4 16 2 12 7 1 2 8 10 9 1 6 10 8 0 3 10 12 11 9 8 10 9 1 Average 8 8 Variance 8.67 0.
Plot Count Scheme B Scheme C A 2 1 1 B 6 1 2 C 8 2 3 D 10 3 3 E 10 2 2 F 12 3 1 TRUE AVG 8
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