I would like to calculate the distance between two points/cases in a multivariate dataset. It seems to me appropriate to use the Mahalanobis distance. One variation of the Mahalanobis distance is: M
<o:p> </o:p> I am trying to use versions 6.1.2 and 2000 on my PC simultaneously (there are certain external libraries I am using which are no applicable on the newer version).<o:p></o:p> However I a
<o:p> </o:p> Thanks to Spencer Grave and John James (Insightful) for the clear explanations.<o:p></o:p> <o:p> </o:p> Conclusion: <o:p></o:p> <o:p> </o:p> To work simultaneously with the two versions
To be more accurate: The exact target should look like this C:\Program Files\Insightful\splus61\cmd\SPLUS.exe" /MULTIPLEINSTANCES S_HOME="C:\Program Files\Insightful\splus61" (and the same for splus2
<o:p> </o:p> I am conducting a simulation study, and am trying to gradually add components to a 'list' data frame (i.e. inside a loop), ending up with a list of 1000 components (means, standard erro
Thanks a million to Patrick Burns, James Holtman, Spencer Graves, James Holtman and Bert Gunter. Following the majority's advice, I pre-created an empty list and populated it with subscription inside
I am interested in applying simulated datasets with various types of missingness created in S, to the Norm package for Multiple Imputation.<o:p></o:p> My problem arises after using the export.data f
I am interested in applying simulated datasets with various types of missingness created in S, to the Norm package for Multiple Imputation.<o:p></o:p> My problem arises after using the export.data f