Synopsis#
Updateable CC Must be run with an Updateable base classifier.
BibTeX#
@article{JesseRead2011,
author = {Jesse Read, Bernhard Pfahringer, Geoff Holmes, Eibe Frank},
journal = {Machine Learning Journal},
number = {3},
pages = {333-359},
title = {Classifier Chains for Multi-label Classification},
volume = {85},
year = {2011}
}
@inproceedings{JesseRead2009,
author = {Jesse Read, Bernhard Pfahringer, Geoff Holmes, Eibe Frank},
booktitle = {20th European Conference on Machine Learning (ECML 2009). Bled, Slovenia, September 2009},
title = {Classifier Chains for Multi-label Classification},
year = {2009}
}
Options#
-
-S <value>
The seed value for randomizing the data. (default: 0)
-
-W <classifier name>
Full name of base classifier. (default: weka.classifiers.trees.HoeffdingTree)
-
-output-debug-info
If set, classifier is run in debug mode and may output additional info to the console
-
-do-not-check-capabilities
If set, classifier capabilities are not checked before classifier is built (use with caution).
-
-num-decimal-places
The number of decimal places for the output of numbers in the model (default 2).
-
-batch-size
The desired batch size for batch prediction (default 100).
Options specific to classifier weka.classifiers.trees.HoeffdingTree:
-
-L
The leaf prediction strategy to use. 0 = majority class, 1 = naive Bayes, 2 = naive Bayes adaptive. (default = 2)
-
-S
The splitting criterion to use. 0 = Gini, 1 = Info gain (default = 1)
-
-E
The allowable error in a split decision - values closer to zero will take longer to decide (default = 1e-7)
-
-H
Threshold below which a split will be forced to break ties (default = 0.05)
-
-M
Minimum fraction of weight required down at least two branches for info gain splitting (default = 0.01)
-
-G
Grace period - the number of instances a leaf should observe between split attempts (default = 200)
-
-N
The number of instances (weight) a leaf should observe before allowing naive Bayes to make predictions (NB or NB adaptive only) (default = 0)
-
-P
Print leaf models when using naive Bayes at the leaves.