Design for Two-Way ANOVA
Returns the optimal number of obervations per level of factor B.
size_b.two_way_cross.mixed_model_a_fixed_a(alpha, beta, delta, a, n, cases) size_b.two_way_nested.b_random_a_fixed_a(alpha, beta, delta, a, cases)
alpha
: Risk of 1st kindbeta
: Risk of 2nd kinddelta
: The minimum difference to be detecteda
: Number of levels of fixed factor An
: Number of replicationscases
: Specifies whether the "maximin"
or "maximin"
sizes are to be determinedsee chapter 3 in the referenced book
Integer giving the size.
Dieter Rasch, Juergen Pilz, L.R. Verdooren, Albrecht Gebhardt: Optimal Experimental Design with R, Chapman and Hall/CRC, 2011
Dieter Rasch, Juergen Pilz, L.R. Verdooren, Albrecht Gebhardt, Minghui Wang
Better use size.anova
which allows a cleaner notation.
size.anova
size_b.two_way_cross.mixed_model_a_fixed_a(0.05,0.1, 1, 6, 1, "maximin") size_b.two_way_cross.mixed_model_a_fixed_a(0.05,0.1, 1, 6, 1, "minimin") size_b.two_way_cross.mixed_model_a_fixed_a(0.05,0.1, 1, 6, 2, "maximin") size_b.two_way_cross.mixed_model_a_fixed_a(0.05,0.1, 1, 6, 2, "minimin") size_b.two_way_nested.b_random_a_fixed_a(0.05, 0.1, 1, 6, "maximin") size_b.two_way_nested.b_random_a_fixed_a(0.05, 0.1, 1, 6, "minimin")
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