search for: creeci

Displaying 5 results from an estimated 5 matches for "creeci".

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1997 Oct 23
0
R-beta: restart() in R
on 22-Oct-97 rcreecy at census.gov wrote: >Some time ago you (Martyn Plummer) wrote that you were working on >a port of CODA to R. Have you or anyone else been successful in getting >a working port? I have an immediate need and I am willing to put a >modest >amount of effort to get it to work. > >Rob Creecy Good. I'll put the current version on my ftp server
1998 Mar 20
1
R-beta: Sun performance library
Has anyone tried to build R on Suns by linking to the versions of BLAS and LINPACK in the Sun Performance Library rather than the standard versions included in the distribution? On the face of it this would seem to be a highly desirable thing to do since these versions of the routines are more efficient and can exploit parallelism on multiprocessor machines. David Clayton MRC Biostatistics
1997 Oct 04
1
R-alpha: paste problem in TASKS --- yes, I do really want it
This is from line 104 of current TASKS: ---------------------------------------------------------------------- TASK: "paste" problem STATUS: Open FROM: maechler@stat.math.ethz.ch in S, paste(....., collapse = string) always returns ONE string (a character vector of length 1), according to documentation and several examples. in R, this is not true: R> paste(rep("
2000 Jun 15
2
[PATCH] ./configure fails to recognize alphapca56 (R-1.1.0)
I think I reported this bug in the past. At that time, I was told that it is a bug of autoconf. ./configure does not recognize Linux on DEC Alpha 21164PC (a cheap version of Alpha EV56), so all the compilation flags were set incorrectly. I don't know the right way to fix it (I don't know how autoconf works yet ...), but the following patch fixes the problem. Thank you, Naoki Naoki
2007 Jun 20
4
finding roots of multivariate equation
Hello, I want to find the roots of an equation in two variables. I am aware of the uniroot function, which can do this for a function with a single variable (as I understand it...) but cannot find a function that does this for an equation with more than one variable. I am looking for something implementing similar to a Newton-Raphson algorithm. Thanks. -- Bill Shipley North American Editor for