Date: Fri, 31 Jan 2003 11:40:56 +0100
Reply-To: Asesoría Bioestadística
Sender: "SPSSX(r) Discussion" <SPSSX-L@LISTSERV.UGA.EDU>
From: Asesoría Bioestadística
Subject: Re: Reporting 1-tailed t-test results
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> I want to report the results of a 1-tailed independent samples t-test. It
> seems that SPSS produces only 2-tailed results. I believe that I can simply
> double the 2-tailed significance level, and that is easy enough.
Just the opposite. You need to halve the 2-tailed value if the data go in the
right direction (I mean, if they go the same way your hypothesis does). If the
data go the other way (queer, but sometimes it happens), then the one tailed p
value you are looking for is 1-(2tailed p)/2, and the result will be non
significant even if the 2-tailed value was.
One more comment: sometimes, using 1-tailed p values is considered a way of
cheating: if you have ended up with a 2 -tailed p-value of 0.06 (p>0.05, non
significant, although the topic is far more complicated than this simple
statement), the corresponding one-tailed p value is 0.03 (p<0.05, and everybody
> However, I am not clear about how, if at all, the other data are affected. I
> specifically concerned about:
> Sig.(2-tailed) --> The only one affected
> Mean difference
> Std. Error Difference
> Levene's Test F
> Levene's Test Significance
The rest remains unchanged, with the exception of the confidence interval for
the mean difference, which you don't mention (and the one I consider most
> If only the significance level for the t-test needs to be changed, I'm all
> set. But if changes are required for anything else, is there a
> straightforward way to calculate them? If there is not, how do others
> report 1-tailed test results?
I strongly recommend you not to use one-tailed p-values. One excelent
discussion on the topic can be found in Ware JH, Mosteller F et al. P values.
In: Medical uses of statistics. 2nd Ed. New England Journal of Medicine Books.
I also recommend you the following article by Trisha Greenhalgh: How to read a
paper: Statistics for the non-statistician. I: Different types of data need
different statistical tests.
It's available at: http://bmj.com/cgi/content/full/315/7104/364.