There probably is a way under Linux to install a contributed package
in your local directory. I don't know how, but if you read the
documentation on download.packages and install.packages, you might
be able to do it without bothering your Info Tech department. I know
there is a way, and with luck someone who knows will respond to this
email. If you try something with download.packages and
install.packages, and you can't make it work, please tell us what you
try and what doesn't work. Maybe someone who uses R on Linux will
respond. If not, ask your Info Tech department.
Spencer Graves
Nabil Channouf wrote:
Mr Graves,
we are working with linux and it is so complicated to install any thing,
it should be via the informaticians of the department and we have to
make a request and wait. I will ask them to do it on monday.
Thank you so much
Spencer Graves wrote:
Why do you say we do not have the package that contains pmvnorm?
It is in library(mvtnorm), which you can get via CRAN (the Comprehensive
R Archive Network). If you are using Windows or a standard Linux of
MacOS, install.packages('mvtnorm') should install it on your computer
(unless you are using a computer with special protection that makes this
difficult; if you are using XEmacs, you should exit R under XEmacs and
run install.packages from Rgui). Then library('mvtnorm') should
make it available to your R session. If you are using some other
operating system, you may need to access the source, but that's
available via CRAN alse.
If you have not tried install.packages, please do so. If you
have tried install.packages and can't make it work, please describe
your operating system, etc., as explained in the posting guide!
www.R-project.org/posting-guide.html.
spencer graves
Nabil Channouf wrote:
Dear Mr. Graves,
i'm trying to write my own function with R, because we do not have the
package that contains pmvnorm and i need to compute the upper quadrant
area of the bivariate standard normal, or at least to know the details
of the function pmvnorm written in Splus or in R.
Thanks
Spencer Graves wrote:
What are you trying to do that requires binormal probabilities
other than pmvnorm?
spencer graves
Nabil Channouf wrote:
Dear users,
does any one have a code (S or R) to compute the binormal
distribution (or the upper its quadrant area) other than the pmvnorm.
Thanks
--
Spencer Graves, PhD
Senior Development Engineer
PDF Solutions, Inc.
333 West San Carlos Street Suite 700
San Jose, CA 95110, USA
[EMAIL PROTECTED]
www.pdf.com http://www.pdf.com
Tel: 408-938-4420
Fax: 408-280-7915
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