A quick comment on this: imputation is an option to make things technically work, but it is not necessarily good. Imputation always introduces some noise, ie, it fakes information that is not really there.

Whether it is good depends strongly on the data, the situation and the imputation method ("random" often not being a very sensible choice).

Christian

On Tue, 29 Jul 2008, [EMAIL PROTECTED] wrote:

Hi Paco,
I got the same problem with you before. Thus, I just impute the missing values
For example:

newdata<-as.matrix(impute(olddata, fun="random"))
then I believe that you could analyze your data.

Hopefully it helps.
Chunhao


Quoting pacomet <[EMAIL PROTECTED]>:

Hello R users

It's some time I am playing with a dataset to do some cluster analysis. The data set consists of 14 columns being geographical coordinates and monthly
temperatures in annual files

latitutde - longitude - temperature 1 -..... - temperature 12

I have some missing values in some cases, maybe there are 8 monthly valid values at some points with four non valid. I don't want to supress the whole row with 8 good/4 bad values as I wanna try annual and monthy analysis.

I first tried kmeans but found a problem with missing values. When trying without omitting missing values kmeans gives an error and when excluding invalid data too many values are excluded in some years of the data series.

Now I have been reading about pam, pamk and clara, I think they can handle missing values. But can't find out the way to perform the analysis with these functions. As I'm not an statistics nor an R expert the fpc or cluster package documentation is not enough for me. If you know about a website or a tutorial explaining the way to use that functions, with examples to check if
possible, please post them.

Any other help or suggestion is greatly appreciated.

Thanks in advance

Paco

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Christian Hennig
University College London, Department of Statistical Science
Gower St., London WC1E 6BT, phone +44 207 679 1698
[EMAIL PROTECTED], www.homepages.ucl.ac.uk/~ucakche

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