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Re: st: Clustering with Sequence analysis/optimal matching
From
Ulrich Kohler <[email protected]>
To
[email protected]
Subject
Re: st: Clustering with Sequence analysis/optimal matching
Date
Wed, 21 Mar 2012 12:08:55 +0100
Stefan,
the problem that you are reporting typcially happens with the version of
the program that was distributed togehter with the cited SJ article.
There is a newer version of the program available on SSC. Please use
. ado uninstall st0111
. ssc install sq
to update to the most recent version of the package.
Note as an aside that the most recent version of the sq-package also has
a lot of new features, including further functions for -egen-, a way to
apply multidimensional scaling to the distance matrix, decreased
overplotting of lines in sequence index plots, and a new graphical
device for plotting "ideal typical" sequences (-sqmodalplot-).
Many regards
Uli
Am Mittwoch, den 21.03.2012, 11:38 +0100 schrieb Stefan Weih:
> Dear Statalist-members,
>
> I am currently analyzing diversification strategy sequences with 16
> potential sequence states using the sqom (optimal matching) command.
> As a common next step I would like to cluster my sqom-results. For this, I
> am using the command sqclusterdat procedure as described in Sequence
> analysis with Stata (Brzinsky-Fay/Kohler/Luniak, 2006, The Stata
> Journal6(4), 435-460). The syntax I am using looks the following:
>
> sqset Seq ID Order
>
> sqom, subcost(matrixA) full
>
> sqclusterdat
> clustermat wardslinkage SQdist, name(wards) add
> sqclusterdat, return
>
> However, the clustering does not work properly. After performing
> sqclusterdat, return I keep receiving the following message Group results
> could not be merged to sequence data. Returned to original sequence data.
>
> Unfortunately the cause for this message is not obvious to me. I am
> thankful for any guidance and hints that can help me out.
>
> Sincerely,
> Stefan Weih
>
>
> The data looks like:
>
> ID Seq Order
> 41 11 1
> 41 13 2
> 41 11 3
> 41 21 4
> 42 11 1
> 42 13 2
> 42 12 3
> 42 11 4
> 43 14 1
> 43 13 2
> 43 11 3
> 43 12 4
>
>
> *
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*
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