Kenny,我问的是Effect Size是Partial eta-squared.
我在网上找了一个比较严谨的说法,但是有两种标准,你觉得哪种更合理?
Partial eta-squared describes the "proportion of total variation attributable to the factor, partialling out (excluding) other factors from the total nonerror variation" (Pierce, Block & Aguinis, 2004, p. 918). Partial eta squared is normally higher than eta squared (except in simple one-factor models).
Several variations of benchmarks exist.
The generally-accepted regression benchmark for effect size comes from (Cohen, 1992; 1988): 0.20 is a minimal solution (but significant in social science research); 0.50 is a medium effect; anything equal to or greater than 0.80 is a large effect size (Keppel & Wickens, 2004; Cohen, 1992).
Since this common interpretation of effect size has been repeated from Cohen (1988) over the years with no change or comment to validity for contemporary experimental research, it is questionable outside of psychological/behavioural studies, and more so questionable even then without a full understanding of the limitations ascribed by Cohen. Note: The use of specific partial eta-square values for large medium or small as a "rule of thumb" should be avoided.
Nevertheless, alternative rules of thumb have emerged in certain disciplines: Small = 0.01; medium = 0.06; large = 0.14 (Kittler, Menard & Phillips, 2007).
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