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For two-related-group case, the difference scores between each pair of samples can apply one-group mean test interface. Usually <math>\mu_{null}</math> is set to zero.
For two-related-group case, the difference scores between each pair of samples can apply one-group mean test interface. Usually <math>\mu_{null}</math> is set to zero.


===Power of <math>F</math> test for a given Cohen's <math>\tilde{f}^2</math>===
===Power of ''F'' test for a given Cohen's ''f''===
Let's use <math>\tilde{f}^2</math> denote the population of Cohen's <math>f^2</math>, specially
Let's use <math>\tilde{f}^2</math> denote the population of Cohen's <math>f^2</math>, specially
:<math>SS(\mu_1,\mu_2,\cdots,\mu_K) \over {K\times \sigma^2}</math>
:<math>SS(\mu_1,\mu_2,\cdots,\mu_K) \over {K\times \sigma^2}</math>
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