Description Usage Arguments Value Author(s) See Also Examples
The textbook Quasi-F test for a design with subjects, items, and a single factorial predictor. Included for educational purposes for this specific design only.
1 | quasiF.fnc(ms1, ms2, ms3, ms4, df1, df2, df3, df4)
|
ms1 |
Mean squares Factor |
ms2 |
Mean squares Item:Subject |
ms3 |
Mean squares Factor:Subject |
ms4 |
Mean squares Item |
df1 |
Degrees of freedom Factor |
df2 |
Degrees of freedom Item:Subject |
df3 |
Degrees of freedom Factor:Subject |
df4 |
Degrees of freedom Item |
A list with components
F |
Quasi-F value. |
df1 |
degrees of freedom numerator. |
df2 |
degrees of freedom denominator. |
p |
p-value. |
R. H. Baayen
See Also as quasiFsim.fnc
.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 | data(quasif)
quasif.lm = lm(RT ~ SOA + Item + Subject +
SOA:Subject + Item:Subject, data = quasif)
quasif.aov = anova(quasif.lm)
quasiF.fnc(quasif.aov["SOA","Mean Sq"],
quasif.aov["Item:Subject", "Mean Sq"],
quasif.aov["SOA:Subject", "Mean Sq"],
quasif.aov["Item", "Mean Sq"],
quasif.aov["SOA","Df"],
quasif.aov["Item:Subject", "Df"],
quasif.aov["SOA:Subject", "Df"],
quasif.aov["Item", "Df"])
# much simpler is
quasiFsim.fnc(quasif)$quasiF
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