I have a panel data set with a non-stationary regressand and a
non-stationary regressor. I've used the plm package to do a fixed effects
regression of a long-run (i.e. cointegrating) relationship between these
non-stationary variables and I've used plm's purtest to do an Engle-Granger
test that the
Pi is an irRATIOnal number, meaning that it is not equal to the ratio of any
integers ("whole numbers"). Hence, 22/7 is ONLY an approximation. The
built-in value for pi in R is also just an approximation (pi has no terminal
digit on the right of the decimal point so any finite number of digits will
I need to calculate the probability that a sample quantile will exceed a
threshold given the size of the iid sample and the parameters describing the
distribution of each observation (normal, in my case). I can compute the
probability with brute force simulation: simulate a size N sample, apply R's
rneysville WV, 25430
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> r-help-boun...@r-project.org wrote on 02/14/2011 09:58:09 AM:
then R uses a
weighted average of 2 order statistics, in which case I'm left with my
standing problem...
On Mon, Feb 14, 2011 at 2:26 PM, Duncan Murdoch wrote:
> On 14/02/2011 9:58 AM, Bentley Coffey wrote:
>
>> I need to calculate the probability that a sample quantile will
closed form solution) on an orthogonal polynomial in n. This is a
_very_ fast and fairly accurate solution.
Thanks to all who offered their help...
On Thu, Feb 17, 2011 at 11:11 PM, Bentley Coffey
wrote:
>
> Duncan,
>
> I'm not sure how I missed your message. Sorry. What you d
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