It is not clear to me how meaningful sums of squares and mean squares
are in the context of oneway.test.().  Be that as it may, the short answer
is you ***can't*** get at them from the output of oneway.test().  The
oneway.test() function simply does not return enough information.

If you ***really*** want/need (or think you do!) SS and MS information,
you'll simply have to hack the code of oneway.test().  The code looks
simple enough.  I would advise reading the cited 1951 Biometrics paper
by Welch in conjunction with your code-hacking.

Good luck.

    cheers,

        Rolf Turner

On 10/04/12 14:16, lulumecindy wrote:
Hello everyone:
                             I'm a new member of this group.
                             I have a question about "oneway.test".
                             When I use "anova(lm(....))" to analysis the
ANOVA,
                             I can get the information about Sum Sq  and Mean
Sq.
                             (The R code and the results are as follows.)

  >  anova(lm(BackCalac~factor(Assay),data=Control))
Analysis of Variance Table
Response: BackCalac
                       Df  Sum Sq Mean Sq F value    Pr(>F)
factor(Assay)  4 270.846  67.711  56.219 1.345e-10 ***
Residuals     20  24.088   1.204

                             But it default the variances are the same.
                             If the variances aren't equal. I need to use the
"oneway.test" method.
                             Because oneway.test has the option about
"var.equal=F".
                             Here, I have a question about "oneway.test",
                             How can I get "SS", and "MS" information from
"oneway.test"?
                             My R code and the results are as follows.
                             Thank you very much.  :)

oneway.test(BackCalac~factor(Assay), var.equal=T,data=Control)
         One-way analysis of means
data:  BackCalac and factor(Assay)
F = 56.2191, num df = 4, denom df = 20, p-value = 1.345e-10
oneway.test(BackCalac~factor(Assay), var.equal=F,data=Control)
         One-way analysis of means (not assuming equal variances)
data:  BackCalac and factor(Assay)
F = 92.8834, num df = 4.000, denom df = 9.625, p-value = 1.165e-07


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