Mark Difford wrote:
ldb (?),

I am trying to extract significance levels out of a robcov+ols call....
However, I can't figure out how to get to the significance (Pr>ltl).
It is obviously calculating it because the call:

It's calculated in print.ols(). See extract below. To see the whole
function, do

print.ols

## Extract from print.ols in package Design
se <- sqrt(diag(x$var))
    z <- x$coefficients/se
    P <- 2 * (1 - pt(abs(z), rdf))
    co <- cbind(x$coefficients, se, z, P)
dimnames(co) <- list(names(x$coefficients), c("Value", "Std. Error", "t", "Pr(>|t|)"))
    print(co)

HTH, Mark.

In addition to what Mark said, note that it is usually an accident when a variable has only one degree of freedom in the model. So in general you might use the matrix that is output by anova.Design.

Frank



ldb-5 wrote:
I am trying to extract significance levels out of a robcov+ols call.

For background: I am analysing data where multiple measurements(2 per
topic) were taken from individuals(36) on their emotional reaction
(dependent variable) to various topics (3 topics). Because I have
several emotions and a rotation to do on the topics, I'd like to have
the results pumped into a nice table.

answer<-robcov(ols(emotion ~ topic,x=TRUE,y=TRUE),individual)

>From the robcov help it warns me:

Adjusted ols fits do not have the corrected standard errors printed with
print.ols. Use sqrt(diag(adjfit$var)) to get this, where adjfit is the
result of robcov.
So I can get to the standard error by:

answer.se<-sqrt(diag(answer$var))

I can get to the coefficients by:

answer.co<-coefficients(answer)

I can get to the t-values by:

answer.t<-coefficients(answer)/ sqrt(diag(answer$var))#t-value

However, I can't figure out how to get to the significance (Pr>ltl).
It is obviously calculating it because the call:

answer

provides it, but I can't figure out where it is getting it from or how
it is calculating.

thanks for any help.

ldb

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--
Frank E Harrell Jr   Professor and Chair           School of Medicine
                     Department of Biostatistics   Vanderbilt University

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