Friedman Test
Posted: Tue Feb 20, 2024 11:43 pm
1. What it is?
Non-tied data
} \Sigma R^2_i - 3n (k+1))


)
Both tied and non-tied data
[\Sigma^k_{i=1} \frac { R^2_i}{n} - C_F]}{\Sigma r^2_{ij} - C_F} )
^2)
2. UsageNon parametric statistic used to analyze repeated measured data
3. Hypothesis- It is mainly used when the assumptions of normality and homogeneity of variances are not met
- Measuring the mean scores of subjects during three or more time points.
- Measuring the mean scores of subjects under three different conditions
4. The EquationNull hypothesis: there is no significant difference between the dependent groups.
Alternative hypothesis: there is a significant difference between the dependent groups.
Non-tied data
Both tied and non-tied data
