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Using Simulations to Investigate Sample Size Requirements for Two-Level Multilevel Linear Modeling: A Meta-Analysis

Sat, April 18, 2:15 to 3:45pm, Virtual Room

Abstract

An important problem in Multilevel linear modeling (MLM) is the calculation of sufficient sample sizes that generate accurate estimates with appropriate statistical power. The current meta-analysis integrates simulation studies of bias and power in parameter estimates to summarize the need of sample sizes for conducting MLM. The findings also verified the more importance of group-level sample size in attaining accurate estimates, in comparison with the individual-level sample size. It can be pointed out that with the same sample sizes and intraclass correlation, the power of individual-level tests is higher than those of group-level and/or cross-level tests.

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