TextPropertyOutliers.run#

TextPropertyOutliers.run(dataset: TextData, model=None, with_display: bool = True, predictions: Optional[Union[Sequence[Union[str, int]], Sequence[Sequence[Union[str, int]]], Sequence[Sequence[Tuple[str, int, int, float]]]]] = None, probabilities: Optional[Sequence[Sequence[float]]] = None, model_classes: Optional[List] = None, random_state: int = 42) CheckResult[source]#

Run check.

Parameters
dataset: TextData

Dataset representing data an estimator was fitted on

model: object, default: None

Dummy model object for compatibility with SingleDatasetBaseCheck

with_displaybool , default: True

flag that determines if checks will calculate display (redundant in some checks).

predictions: Union[TTextPred, None] , default: None

predictions on dataset

probabilities: Union[TTextProba, None] , default: None

probabilities on dataset

model_classes: Optional[List, List[List], default: None

For classification: list of classes known to the model

random_stateint, default 42

A seed to set for pseudo-random functions, primarily sampling.

Notes

The accepted formats for providing model predictions and probabilities are detailed below

Text Classification

Single Class Predictions

  • predictions - A sequence of class names or indices with one entry per sample, matching the set of classes present in the labels.

  • probabilities - A sequence of sequences with each element containing the vector of class probabilities for each sample. Each such vector should have one probability per class according to the class (sorted) order, and the probabilities should sum to 1 for each sample.

Multilabel Predictions

  • predictions - A sequence of sequences with each element containing a binary vector denoting the presence of the i-th class for the given sample. Each such vector should have one binary indicator per class according to the class (sorted) order. More than one class can be present for each sample.

  • probabilities - A sequence of sequences with each element containing the vector of class probabilities for each sample. Each such vector should have one probability per class according to the class (sorted) order, and the probabilities should range from 0 to 1 for each sample, but are not required to sum to 1.

Token Classification

  • predictions - A sequence of sequences, with the inner sequence containing tuples in the following format: (class_name, span_start, span_end, class_probability). span_start and span_end are the start and end character indices of the token within the text, as it was passed to the raw_text argument. Each upper level sequence contains a sequence of tokens for each sample.

  • probabilities - No probabilities should be passed for Token Classification tasks. Passing probabilities will result in an error.

Examples

Text Classification

Single Class Predictions

>>> predictions = ['class_1', 'class_1', 'class_2']
>>> probabilities = [[0.2, 0.8], [0.5, 0.5], [0.3, 0.7]]

Multilabel Predictions

>>> predictions = [[0, 0, 1], [0, 1, 1]]
>>> probabilities = [[0.2, 0.3, 0.8], [0.4, 0.9, 0.6]]

Token Classification

>>> predictions = [[('class_1', 0, 2, 0.8), ('class_2', 7, 10, 0.9)], [('class_2', 42, 54, 0.4)], []]