ComplementNB¶
Naive Bayes classifier for multinomial models.
Complement Naive Bayes model learns from occurrences between features such as word counts and discrete classes. ComplementNB is suitable for imbalance dataset. The input vector must contain positive values, such as counts or TF-IDF values.
Parameters¶
-
alpha – defaults to
1.0
Additive (Laplace/Lidstone) smoothing parameter (use 0 for no smoothing).
Attributes¶
-
class_dist (proba.Multinomial)
Class prior probability distribution.
-
feature_counts (collections.defaultdict)
Total frequencies per feature and class.
-
class_totals (collections.Counter)
Total frequencies per class.
Examples¶
>>> from river import feature_extraction
>>> from river import naive_bayes
>>> sentences = [
... ('food food meat brain', 'health'),
... ('food meat ' + 'kitchen ' * 9 + 'job' * 5, 'butcher'),
... ('food food meat job', 'health')
... ]
>>> model = feature_extraction.BagOfWords() | ('nb', naive_bayes.ComplementNB)
>>> for sentence, label in sentences:
... model = model.learn_one(sentence, label)
>>> model['nb'].p_class('health') == 2 / 3
True
>>> model['nb'].p_class('butcher') == 1 / 3
True
>>> model.predict_proba_one('food job meat')
{'health': 0.9409689355477155, 'butcher': 0.05903106445228467}
You can train the model and make predictions in mini-batch mode using the class methods learn_many
and predict_many
.
>>> import pandas as pd
>>> docs = [
... ('food food meat brain', 'health'),
... ('food meat ' + 'kitchen ' * 9 + 'job' * 5, 'butcher'),
... ('food food meat job', 'health')
... ]
>>> docs = pd.DataFrame(docs, columns = ['X', 'y'])
>>> X, y = docs['X'], docs['y']
>>> model = feature_extraction.BagOfWords() | ('nb', naive_bayes.ComplementNB)
>>> model = model.learn_many(X, y)
>>> model['nb'].p_class('health') == 2 / 3
True
>>> model['nb'].p_class('butcher') == 1 / 3
True
>>> model['nb'].p_class_many()
butcher health
0 0.333333 0.666667
>>> model.predict_proba_one('food job meat')
{'butcher': 0.05903106445228467, 'health': 0.9409689355477155}
>>> model.predict_proba_one('Taiwanese Taipei')
{'butcher': 0.3769230769230768, 'health': 0.6230769230769229}
>>> unseen_data = pd.Series(
... ['food job meat', 'Taiwanese Taipei'], name = 'X', index = ['river', 'rocks'])
>>> model.predict_proba_many(unseen_data)
butcher health
river 0.059031 0.940969
rocks 0.376923 0.623077
>>> model.predict_many(unseen_data)
river health
rocks health
dtype: object
Methods¶
clone
Return a fresh estimator with the same parameters.
The clone has the same parameters but has not been updated with any data. This works by looking at the parameters from the class signature. Each parameter is either - recursively cloned if it's a River classes. - deep-copied via copy.deepcopy
if not. If the calling object is stochastic (i.e. it accepts a seed parameter) and has not been seeded, then the clone will not be idempotent. Indeed, this method's purpose if simply to return a new instance with the same input parameters.
joint_log_likelihood
Computes the joint log likelihood of input features.
Parameters
- x (dict)
Returns
float: Mapping between classes and joint log likelihood.
joint_log_likelihood_many
Computes the joint log likelihood of input features.
Parameters
- X (pandas.core.frame.DataFrame)
Returns
DataFrame: Input samples joint log likelihood.
learn_many
Updates the model with a term-frequency or TF-IDF pandas dataframe.
Parameters
- X (pandas.core.frame.DataFrame)
- y (pandas.core.series.Series)
Returns
self
learn_one
Updates the model with a single observation.
Parameters
- x (dict)
- y (Union[bool, str, int])
Returns
Classifier: self
p_class
p_class_many
predict_many
Predict the labels of a DataFrame X
.
Parameters
- X (pandas.core.frame.DataFrame)
Returns
Series: Series of predicted labels.
predict_one
Predict the label of a set of features x
.
Parameters
- x (dict)
Returns
typing.Union[bool, str, int]: The predicted label.
predict_proba_many
Return probabilities using the log-likelihoods in mini-batchs setting.
Parameters
- X (pandas.core.frame.DataFrame)
predict_proba_one
Return probabilities using the log-likelihoods.
Parameters
- x (dict)