Description Usage Arguments Value Author(s) References See Also Examples
Provides complete Posterior as well as its various summary statistics for "Partial Eta-Squared" in Fixed-Effects AN(C)OVA Designs.
1 |
f |
Observed F-value from a main or an interaction effect. |
N |
Total design sample size. |
df1 |
Degress of freedom for the effect in question aka "Numerator". |
df2 |
Degrees of freedom "Error" aka "Denominator", "Within" or "Residual". |
alpha |
shape1 parameter of a "Beta Prior". |
beta |
shape2 parameter of a "Beta Prior". |
Provides graphical as well as full textual description of posterior distribution of "Partial Eta-Squared".
Reza Norouzian <rnorouzian@gmail.com>
Norouzian, R. & Plonsky, L. (2017). Eta- and partial eta-squared in L2 research: A cautionary review and guide to more appropriate usage. Second Language Research, pp.1-15. doi: 10.1177/0267658316684904
Use function Beta_ID
provided in this package to find an appropriate "Beta Prior" in your specific domain
of resaerch.
Norouzian R., & L. Plonsky (2017) available at: http://journals.sagepub.com/doi/abs/10.1177/0267658316684904
This supplemetary document also briefly explains when Partial Eta Squared should be used: https://osf.io/7acye/
1 2 3 4 5 | # P_eta_sq(f = 10, N = 60, df1 = 2, df2 = 57, alpha = 2.55, beta = 3.42)
# Note that, the "P_eta_sq(...)" when applied to ONE-WAY designs, is basically
# the same as "ETA-SQUARED" but when "P_eta_sq(...)" is applied to factorial
# designs it produces "PARTIAL ETA-SQUARED".
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