Module « scipy.cluster.hierarchy »
Signature de la fonction to_mlab_linkage
def to_mlab_linkage(Z)
Description
to_mlab_linkage.__doc__
Convert a linkage matrix to a MATLAB(TM) compatible one.
Converts a linkage matrix ``Z`` generated by the linkage function
of this module to a MATLAB(TM) compatible one. The return linkage
matrix has the last column removed and the cluster indices are
converted to ``1..N`` indexing.
Parameters
----------
Z : ndarray
A linkage matrix generated by ``scipy.cluster.hierarchy``.
Returns
-------
to_mlab_linkage : ndarray
A linkage matrix compatible with MATLAB(TM)'s hierarchical
clustering functions.
The return linkage matrix has the last column removed
and the cluster indices are converted to ``1..N`` indexing.
See Also
--------
linkage : for a description of what a linkage matrix is.
from_mlab_linkage : transform from Matlab to SciPy format.
Examples
--------
>>> from scipy.cluster.hierarchy import ward, to_mlab_linkage
>>> from scipy.spatial.distance import pdist
>>> X = [[0, 0], [0, 1], [1, 0],
... [0, 4], [0, 3], [1, 4],
... [4, 0], [3, 0], [4, 1],
... [4, 4], [3, 4], [4, 3]]
>>> Z = ward(pdist(X))
>>> Z
array([[ 0. , 1. , 1. , 2. ],
[ 3. , 4. , 1. , 2. ],
[ 6. , 7. , 1. , 2. ],
[ 9. , 10. , 1. , 2. ],
[ 2. , 12. , 1.29099445, 3. ],
[ 5. , 13. , 1.29099445, 3. ],
[ 8. , 14. , 1.29099445, 3. ],
[11. , 15. , 1.29099445, 3. ],
[16. , 17. , 5.77350269, 6. ],
[18. , 19. , 5.77350269, 6. ],
[20. , 21. , 8.16496581, 12. ]])
After a linkage matrix ``Z`` has been created, we can use
`scipy.cluster.hierarchy.to_mlab_linkage` to convert it
into MATLAB format:
>>> mZ = to_mlab_linkage(Z)
>>> mZ
array([[ 1. , 2. , 1. ],
[ 4. , 5. , 1. ],
[ 7. , 8. , 1. ],
[ 10. , 11. , 1. ],
[ 3. , 13. , 1.29099445],
[ 6. , 14. , 1.29099445],
[ 9. , 15. , 1.29099445],
[ 12. , 16. , 1.29099445],
[ 17. , 18. , 5.77350269],
[ 19. , 20. , 5.77350269],
[ 21. , 22. , 8.16496581]])
The new linkage matrix ``mZ`` uses 1-indexing for all the
clusters (instead of 0-indexing). Also, the last column of
the original linkage matrix has been dropped.
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