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Cone based partially monotone instance based techniques, for binary classification and monotone relabelling. Based on Chapter 7 of my PhD thesis "High Accuracy Partially Monotone Ordinal Classification", UWA 2019.

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chriswbartley/partial_mt_instance

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partial_mt_instance

Cone based partially monotone instance classification and relabelling.

PartialInstanceBinaryClassifier() can be used to:

 - construct a binary classifier (using sklearn nomenclature), or
 
 - perform partially monotone relabelling of a dataset,using 
   clf =PartialInstanceBinaryClassifier(relabel=True,mt_feat_types=_) 
   then clf.fit(X,y) and then accessing clf.y_relabelled

class PartialInstanceBinaryClassifier(object):

A partially monotone instance based classifier (and relabelling algorithm).

The algorithms are descibed in my PhD thesis 'High Accuracy Partially 
Monotone Ordinal Classification, UWA 2019' Chapter 7.
             
Parameters
----------
mt_feat_types : array-like of length n_feats, with values -1 
(monotone decreasing feature),0 (nonmonotone) or +1 (monotone increasing)

fit_type : string, optional (default="linear") 'none' or 'linear'

relabel : bool, (default=False). If True, fit(X,y) will also make
   clf.y_relabelled available.

local_mt_filter : string, optional (default="none") 'none' or 
  'remove' or 'relabel'. Optionally removes or relabels nonmonotone points
  prior to fitting partially monotone cone.

local_mt_filter_k : int, optional (default=3): if local_mt_filter='relabel' or 
  'remove', use this as value for kNN nonmonotonicity identification.
  
scale_X : string (default='yes'): by default scale features of X to have 
   zero mean and unit std deviation so that cone calculation is not biased.

nmt_plane_type : string (default='joint'), optional 'joint' or 'separate'. 
   If 'joint' a single cone plane is calculated including all features,
   if 'separate' a separate cone is calculated for each monotone feature.

References

.. [1] C. Bartley, "High Accuracy Partially Monotone Ordinal 
    Classification", UWA 2019 Chapter 7

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Cone based partially monotone instance based techniques, for binary classification and monotone relabelling. Based on Chapter 7 of my PhD thesis "High Accuracy Partially Monotone Ordinal Classification", UWA 2019.

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