>>>>> Martin Olivier writes:

> Hi all,

> I would like to match two partitions. That is, if I have exactly the
> same objects grouped together for the two partitions, the labels may
> be arbitrarly permuted.  and so, i would like to know the
> correspondances of the groups between the two clusterings.

> In the e1701 pachage, it is possible to use the function
> matchClasses() for this problem. The problem is that for k greater
> than 10 (k number of classes), I have a memory problem. So I would
> like to know if this function explicitly examine all k! possible
> matches, or if it uses the Hungarian method (or an other optimal
> algorithm).  If not, do you know if I can find one.

e1071::matchClasses() does not.

However, clue::solve_LSAP() provides an implementation of the Hungarian
method for solving the LSAP.

Of course, you can also use the Simplex algorithm for solving the LSAP,
and in fact lpSolve::lp.assign() does that for you.

Hth
-k

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