Re: [R] Is there an exact binomial k-sample test of equivalence?

2011-03-12 Thread Łukasz Ręcławowicz
2011/3/11 Albyn Jones jo...@reed.edu

 but presumably what you really want would be based on a joint confidence
 region for all the proportions.



I've had read On Exact Methods for Testing Equality of Binomial
Proportions by Akihito Matsuo, but  still, this concept is for me unclear
and I got lost...
We have H0: |pi1-pi2-pi3| = 0.05

n1-40;n2-40;n3-40
s1-list(1:11);s2-list(1:17);s3-list(1:15)
pi1-max(s1[[1]])/n1;pi2-max(s2[[1]])/n2;pi3-max(s3[[1]])/n3
epsilon-.05
t(c(pi1,pi2,pi3))

T_chi.sq-sum(sapply(s1,(function(s1){(s1-n1*pi1)^2/n1*pi1*(1-pi1)})))
T_binom-sum(sapply(s1,function(s1){choose(n1,s1)*(pi1-epsilon)^s1*(pi1+epsilon)^(n1-s1)}))
# Or it's about sum of all s-list(1:43) and n-n1+n2+n3 ?

Am I going to right direction?
-- 
Mi³ego dnia

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[R] Is there an exact binomial k-sample test of equivalence?

2011-03-10 Thread Łukasz Ręcławowicz
Hi, I've got one silly question for evening.

I don't know is this reasonable, but can test with two the most extreme
proportions from the samples could be good enough evidence for testing
equivalence, or should I have to look for something else...?

-- 
Mi³ego dnia

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Re: [R] Is there an exact binomial k-sample test of equivalence?

2011-03-10 Thread Albyn Jones

Presumably the null hypothesis is that at least one of the differences
is larger in absolute magnitude than the chosen epsilon.  I expect that
your procedure would be conservative: if it rejects the null  
hypothesis, then you are ok, but presumably what you really want would  
be based on a joint confidence region for all the proportions.


albyn

Quoting ?ukasz R?c?awowicz lukasz.reclawow...@gmail.com:


Hi, I've got one silly question for evening.

I don't know is this reasonable, but can test with two the most extreme
proportions from the samples could be good enough evidence for testing
equivalence, or should I have to look for something else...?

--
Mi³ego dnia

[[alternative HTML version deleted]]




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https://stat.ethz.ch/mailman/listinfo/r-help
PLEASE do read the posting guide http://www.R-project.org/posting-guide.html
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