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Full_Name: Prokaj Vilmos Version: R 2-4-0 OS: Windows Submission from: (NULL) (193.224.79.8) PackBits(rbinom(32,1,0.5)==1,"integer") does not work. z<-packBits(rbinom(32,1,.5)==1,"integer") Error in packBits(x, type) : argument 'x' must be raw, integer or logical Taking a closer...

Full_Name: Vilmos Prokaj Version: R 2.7.1 OS: windows Submission from: (NULL) (213.181.195.84) Dear developers, The following line of code (produced by a mistake) caused an infinite loop unique("a",c("a","b")) or also unique(1,1:2) I made a little investigation, and it seems to be tha...

Full_Name: Vilmos Prokaj Version: 2.5.1 OS: windows Submission from: (NULL) (81.183.3.216) I'm not sure that this is really a bug, if not I do not understand why should it be in this way. Most of the scripts used to build and install new packages calls the R program with the --slave --vanilla command line options....

Full_Name: Vilmos Prokaj Version: R-2..7.1 OS: Win XP Submission from: (NULL) (157.181.227.218) The 'aggregate' function on an empty data.frame generate an error, however it should return according to the documentation an empty data.frame. e.g. z<-data.frame(a=integer(0),b=numeric(0)) aggregate(z,by=z[1],FUN=...

...nks to Chong Gu). * The vignette has been updated. * A new vignette is available on STAR web sire: http://sites.google.com/site/spiketrainanalysiswithr/ * The new goodness-of-fit test for spike train models announced in the previous release in now fully functional thanks to feed-back from Vilmos Prokaj. The test requires the computation of the parameters of a tight confidence region within which a standard Wiener process "stays" in, say, 95% of its realizations. The tightest region was shown by Kendall et al (2007, Statistics and Computing, 17, 1) to have boundaries well approximated by...

...nks to Chong Gu). * The vignette has been updated. * A new vignette is available on STAR web sire: http://sites.google.com/site/spiketrainanalysiswithr/ * The new goodness-of-fit test for spike train models announced in the previous release in now fully functional thanks to feed-back from Vilmos Prokaj. The test requires the computation of the parameters of a tight confidence region within which a standard Wiener process "stays" in, say, 95% of its realizations. The tightest region was shown by Kendall et al (2007, Statistics and Computing, 17, 1) to have boundaries well approximated by...