At 16:03 17/09/2008, Javier Acuña wrote:
Hi, I'm a new user of R. My background is Electrical Engineering, so
please bear with me if this is a silly question.
For future reference you might find
?interaction
helpful as another tool in your box.
I'm trying to assess whether the results of an experiment satisfy the
hypothesis of homoscedasticity (my ultimate goal is to use ANOVA).
It is hard to resist quoting Box (1953,
Biometrika, 40, p333) that these tests are '...
like putting to sea in a rowing boat to find out
whether conditions are safe for an ocean liner to leave port'
The result of the experiment is mean delay (dT), which depends on
three factors, topology, drift, and lambda. The first two factors are
categorical (with 4 levels each) and the last one is numerical, with
two levels.
A sample of my data is as follows:
dT Topology Drift lambda
258.789 Tree b1 .43
244.195 Tree b1 .43
115.961 Tree b2 .3
115.183 Tree b2 .3
I would like to separate dT in the 32 samples (4x4x2), and test if the
variance of each sample is equal to the other 31 samples.
I tried using fligner.test and bartlett.test, but either test seems to
only work for one factor:
> fligner.test( dT ~ Topology + Drift + lambda)
Fligner-Killeen test of homogeneity of variances
data: dT by Topology by Drift by lambda
Fligner-Killeen:med chi-squared = 15.4343, df = 2, p-value = 0.0004451
> fligner.test( dT ~ Topology )
Fligner-Killeen test of homogeneity of variances
data: dT by Topology
Fligner-Killeen:med chi-squared = 15.4343, df = 2, p-value = 0.0004451
As I see from the previous two outputs, fligner.test only takes into
account the first factor. Similar results are obtained for
bartlett.test.
At this point I don't know if I'm using the test incorrectly or
something else. I would really appreciate any help. I'm using R
version 2.7.2 (2008-08-25) in Windows XP.
Many thanks in advance
Javier
----------------------------------------------------
Javier Acuna
Electrical Engineering Grad Student
Universidad de Chile
[EMAIL PROTECTED]
Michael Dewey
http://www.aghmed.fsnet.co.uk
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