Re: st: 2 way anova by permutation?

[David Airey <david.airey@vanderbilt.edu>]

.

Hey, that's an idea. Whereas there seems to be no controversy for one  
way anova by permutation, all bets are off when it is two way or  
greater with nested and or random terms.

Permutation tests for multi-factorial analysis of variance (2003)  
Anderson and Braak. Journal of Statistical Computation and Simulation.  
Vol 73(2) pp 85-113.

A new random permutation test in ANOVA models (2006) Jung, Jhun, and  
Song. Statistical Papers. Vol 48 pp 47-62.


On Feb 17, 2008, at 4:54 PM, Joseph Coveney wrote:


> David Airey wrote:
>
> Has anyone programmed a 2 way factorial anova by permutation?
>
> --------------------------------------------------------------------------------
>
> You could reformulate the model as a "cell means model" (Milliken &  
> Johnson,
> Chapter 9) and then analyze with permutation as a one-way anova,  
> returning
> the tests of hypotheses via contrasts.
>
> Joseph Coveney
>
> G. A. Milliken and D. E. Johnson, _Analysis of Messy Data Volume I:  
> Designed
> Experiments_ (London: Chapman & Hall, 1992).
>
>
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