Thanks for all your help thus far. My final question is this, if I want to
simulate all the 2 x 3 tables (with column totals and row totals fixed), how
do I do this using r2dtable(), and find the one that gives me the smallest
fisher's exact test.
Will r2table() generate unique tables everytime
On Jul 7, 2011, at 05:01 , Thomas Lumley wrote:
On Thu, Jul 7, 2011 at 12:58 PM, Jim Silverton jim.silver...@gmail.com
wrote:
Dear all,
I want to simulate from the null distribution of the following 2 x 3 table,
2 5 10
4 8 5
I am using a chi-squared test.
Anyone has any
Dear all,
I want to simulate from the null distribution of the following 2 x 3 table,
2 5 10
4 8 5
I am using a chi-squared test.
Anyone has any idea how to do this?
--
Thanks,
Jim.
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On Jul 6, 2011, at 8:58 PM, Jim Silverton wrote:
Dear all,
I want to simulate from the null distribution of the following 2 x 3
table,
2 5 10
4 8 5
I am using a chi-squared test.
Yeah. Right. A chi-squared test. That certainly narrows it down ...
to maybe one quarter of all
Homework?
If not, context?
-- Bert
On Wed, Jul 6, 2011 at 5:58 PM, Jim Silverton jim.silver...@gmail.com wrote:
Dear all,
I want to simulate from the null distribution of the following 2 x 3 table,
2 5 10
4 8 5
I am using a chi-squared test.
Anyone has any idea how to do this?
On Thu, Jul 7, 2011 at 12:58 PM, Jim Silverton jim.silver...@gmail.com wrote:
Dear all,
I want to simulate from the null distribution of the following 2 x 3 table,
2 5 10
4 8 5
I am using a chi-squared test.
Anyone has any idea how to do this?
The r2dtable() function will
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