# Copyright (C) 2017-2023 Cleanlab Inc.
# This file is part of cleanlab.
#
# cleanlab is free software: you can redistribute it and/or modify
# it under the terms of the GNU Affero General Public License as published
# by the Free Software Foundation, either version 3 of the License, or
# (at your option) any later version.
#
# cleanlab is distributed in the hope that it will be useful,
# but WITHOUT ANY WARRANTY; without even the implied warranty of
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
# GNU Affero General Public License for more details.
#
# You should have received a copy of the GNU Affero General Public License
# along with cleanlab. If not, see <https://www.gnu.org/licenses/>.
"""
Ancillary helper methods used internally throughout this package; mostly related to Confident Learning algorithms.
"""
import warnings
import numpy as np
import pandas as pd
from typing import Union, Tuple
from cleanlab.typing import DatasetLike, LabelLike
from cleanlab.internal.validation import labels_to_array
from cleanlab.internal.constants import FLOATING_POINT_COMPARISON, TINY_VALUE
[docs]def remove_noise_from_class(noise_matrix, class_without_noise) -> np.ndarray:
"""A helper function in the setting of PU learning.
Sets all P(label=class_without_noise|true_label=any_other_class) = 0
in noise_matrix for pulearning setting, where we have
generalized the positive class in PU learning to be any
class of choosing, denoted by class_without_noise.
Parameters
----------
noise_matrix : np.ndarray of shape (K, K), K = number of classes
A conditional probability matrix of the form P(label=k_s|true_label=k_y) containing
the fraction of examples in every class, labeled as every other class.
Assumes columns of noise_matrix sum to 1.
class_without_noise : int
Integer value of the class that has no noise. Traditionally,
this is 1 (positive) for PU learning."""
# Number of classes
K = len(noise_matrix)
cwn = class_without_noise
x = np.copy(noise_matrix)
# Set P( labels = cwn | y != cwn) = 0 (no noise)
x[cwn, [i for i in range(K) if i != cwn]] = 0.0
# Normalize columns by increasing diagonal terms
# Ensures noise_matrix is a valid probability matrix
for i in range(K):
x[i][i] = 1 - float(np.sum(x[:, i]) - x[i][i])
return x
[docs]def clip_noise_rates(noise_matrix) -> np.ndarray:
"""Clip all noise rates to proper range [0,1), but
do not modify the diagonal terms because they are not
noise rates.
ASSUMES noise_matrix columns sum to 1.
Parameters
----------
noise_matrix : np.ndarray of shape (K, K), K = number of classes
A conditional probability matrix containing the fraction of
examples in every class, labeled as every other class.
Diagonal terms are not noise rates, but are consistency P(label=k|true_label=k)
Assumes columns of noise_matrix sum to 1"""
def clip_noise_rate_range(noise_rate) -> float:
"""Clip noise rate P(label=k'|true_label=k) or P(true_label=k|label=k')
into proper range [0,1)"""
return min(max(noise_rate, 0.0), 0.9999)
# Vectorize clip_noise_rate_range for efficiency with np.ndarrays.
vectorized_clip = np.vectorize(clip_noise_rate_range)
# Preserve because diagonal entries are not noise rates.
diagonal = np.diagonal(noise_matrix)
# Clip all noise rates (efficiently).
noise_matrix = vectorized_clip(noise_matrix)
# Put unmodified diagonal back.
np.fill_diagonal(noise_matrix, diagonal)
# Re-normalized noise_matrix so that columns sum to one.
noise_matrix = noise_matrix / np.clip(noise_matrix.sum(axis=0), a_min=TINY_VALUE, a_max=None)
return noise_matrix
[docs]def clip_values(x, low=0.0, high=1.0, new_sum=None) -> np.ndarray:
"""Clip all values in p to range [low,high].
Preserves sum of x.
Parameters
----------
x : np.ndarray
An array / list of values to be clipped.
low : float
values in x greater than 'low' are clipped to this value
high : float
values in x greater than 'high' are clipped to this value
new_sum : float
normalizes x after clipping to sum to new_sum
Returns
-------
x : np.ndarray
A list of clipped values, summing to the same sum as x."""
def clip_range(a, low=low, high=high):
"""Clip a into range [low,high]"""
return min(max(a, low), high)
vectorized_clip = np.vectorize(
clip_range
) # Vectorize clip_range for efficiency with np.ndarrays
prev_sum = sum(x) if new_sum is None else new_sum # Store previous sum
x = vectorized_clip(x) # Clip all values (efficiently)
x = (
x * prev_sum / np.clip(float(sum(x)), a_min=TINY_VALUE, a_max=None)
) # Re-normalized values to sum to previous sum
return x
[docs]def value_counts(x, *, num_classes=None, multi_label=False) -> np.ndarray:
"""Returns an np.ndarray of shape (K, 1), with the
value counts for every unique item in the labels list/array,
where K is the number of unique entries in labels.
Works for both single-labeled and multi-labeled data.
Parameters
----------
x : list or np.ndarray (one dimensional)
A list of discrete objects, like lists or strings, for
example, class labels 'y' when training a classifier.
e.g. ["dog","dog","cat"] or [1,2,0,1,1,0,2]
num_classes : int (default: None)
Setting this fills the value counts for missing classes with zeros.
For example, if x = [0, 0, 1, 1, 3] then setting ``num_classes=5`` returns
[2, 2, 0, 1, 0] whereas setting ``num_classes=None`` would return [2, 2, 1]. This assumes
your labels come from the set [0, 1,... num_classes=1] even if some classes are missing.
multi_label : bool, optional
If ``True``, labels should be an iterable (e.g. list) of iterables, containing a
list of labels for each example, instead of just a single label.
Assumes all classes in pred_probs.shape[1] are represented in labels.
The multi-label setting supports classification tasks where an example has 1 or more labels.
Example of a multi-labeled `labels` input: ``[[0,1], [1], [0,2], [0,1,2], [0], [1], ...]``.
The major difference in how this is calibrated versus single-label is that
the total number of errors considered is based on the number of labels,
not the number of examples. So, the calibrated `confident_joint` will sum
to the number of total labels."""
# Efficient method if x is pd.Series, np.ndarray, or list
if multi_label:
x = [z for lst in x for z in lst] # Flatten
unique_classes, counts = np.unique(x, return_counts=True)
if num_classes is None or num_classes == len(unique_classes):
return counts
# Else, there are missing classes
if num_classes <= max(unique_classes):
raise ValueError(f"Required: num_classes > max(x), but {num_classes} <= {max(x)}.")
# Add zero counts for all missing classes in [0, 1,..., num_classes-1]
# multi_label=False regardless because x was flattened.
missing_classes = get_missing_classes(x, num_classes=num_classes, multi_label=False)
missing_counts = [(z, 0) for z in missing_classes]
# Return counts with zeros for all missing classes.
return np.array(list(zip(*sorted(list(zip(unique_classes, counts)) + missing_counts)))[1])
[docs]def value_counts_fill_missing_classes(x, num_classes, *, multi_label=False) -> np.ndarray:
"""Same as ``internal.util.value_counts`` but requires that num_classes is provided and
always fills missing classes with zero counts.
See ``internal.util.value_counts`` for parameter docstrings."""
return value_counts(x, num_classes=num_classes, multi_label=multi_label)
[docs]def get_missing_classes(labels, *, pred_probs=None, num_classes=None, multi_label=False):
"""Find which classes are present in ``pred_probs`` but not present in ``labels``.
See ``count.compute_confident_joint`` for parameter docstrings."""
if pred_probs is None and num_classes is None:
raise ValueError("Both pred_probs and num_classes are None. You must provide exactly one.")
if pred_probs is not None and num_classes is not None:
raise ValueError("Both pred_probs and num_classes are not None. Only one may be provided.")
if num_classes is None:
num_classes = pred_probs.shape[1]
unique_classes = get_unique_classes(labels, multi_label=multi_label)
return sorted(set(range(num_classes)).difference(unique_classes))
[docs]def round_preserving_sum(iterable) -> np.ndarray:
"""Rounds an iterable of floats while retaining the original summed value.
The name of each parameter is required. The type and description of each
parameter is optional, but should be included if not obvious.
The while loop in this code was adapted from:
https://github.com/cgdeboer/iteround
Parameters
-----------
iterable : list<float> or np.ndarray<float>
An iterable of floats
Returns
-------
list<int> or np.ndarray<int>
The iterable rounded to int, preserving sum."""
floats = np.asarray(iterable, dtype=float)
ints = floats.round()
orig_sum = np.sum(floats).round()
int_sum = np.sum(ints).round()
# Adjust the integers so that they sum to orig_sum
while abs(int_sum - orig_sum) > FLOATING_POINT_COMPARISON:
diff = np.round(orig_sum - int_sum)
increment = -1 if int(diff < 0.0) else 1
changes = min(int(abs(diff)), len(iterable))
# Orders indices by difference. Increments # of changes.
indices = np.argsort(floats - ints)[::-increment][:changes]
for i in indices:
ints[i] = ints[i] + increment
int_sum = np.sum(ints).round()
return ints.astype(int)
[docs]def round_preserving_row_totals(confident_joint) -> np.ndarray:
"""Rounds confident_joint cj to type int
while preserving the totals of reach row.
Assumes that cj is a 2D np.ndarray of type float.
Parameters
----------
confident_joint : 2D np.ndarray<float> of shape (K, K)
See compute_confident_joint docstring for details.
Returns
-------
confident_joint : 2D np.ndarray<int> of shape (K,K)
Rounded to int while preserving row totals."""
return np.apply_along_axis(
func1d=round_preserving_sum,
axis=1,
arr=confident_joint,
).astype(int)
[docs]def estimate_pu_f1(s, prob_s_eq_1) -> float:
"""Computes Claesen's estimate of f1 in the pulearning setting.
Parameters
----------
s : iterable (list or np.ndarray)
Binary label (whether each element is labeled or not) in pu learning.
prob_s_eq_1 : iterable (list or np.ndarray)
The probability, for each example, whether it has label=1 P(label=1|x)
Output (float)
------
Claesen's estimate for f1 in the pulearning setting."""
pred = np.asarray(prob_s_eq_1) >= 0.5
true_positives = sum((np.asarray(s) == 1) & (np.asarray(pred) == 1))
all_positives = sum(s)
recall = true_positives / float(all_positives)
frac_positive = sum(pred) / float(len(s))
return recall**2 / (2.0 * frac_positive) if frac_positive != 0 else np.nan
[docs]def confusion_matrix(true, pred) -> np.ndarray:
"""Implements a confusion matrix for true labels
and predicted labels. true and pred MUST BE the same length
and have the same distinct set of class labels represented.
Results are identical (and similar computation time) to:
"sklearn.metrics.confusion_matrix"
However, this function avoids the dependency on sklearn.
Parameters
----------
true : np.ndarray 1d
Contains labels.
Assumes true and pred contains the same set of distinct labels.
pred : np.ndarray 1d
A discrete vector of noisy labels, i.e. some labels may be erroneous.
*Format requirements*: for dataset with K classes, labels must be in {0,1,...,K-1}.
Returns
-------
confusion_matrix : np.ndarray (2D)
matrix of confusion counts with true on rows and pred on columns."""
assert len(true) == len(pred)
true_classes = np.unique(true)
pred_classes = np.unique(pred)
K_true = len(true_classes) # Number of classes in true
K_pred = len(pred_classes) # Number of classes in pred
map_true = dict(zip(true_classes, range(K_true)))
map_pred = dict(zip(pred_classes, range(K_pred)))
result = np.zeros((K_true, K_pred))
for i in range(len(true)):
result[map_true[true[i]]][map_pred[pred[i]]] += 1
return result
[docs]def print_square_matrix(
matrix,
left_name="s",
top_name="y",
title=" A square matrix",
short_title="s,y",
round_places=2,
):
"""Pretty prints a matrix.
Parameters
----------
matrix : np.ndarray
the matrix to be printed
left_name : str
the name of the variable on the left of the matrix
top_name : str
the name of the variable on the top of the matrix
title : str
Prints this string above the printed square matrix.
short_title : str
A short title (6 characters or fewer) like P(labels|y) or P(labels,y).
round_places : int
Number of decimals to show for each matrix value."""
short_title = short_title[:6]
K = len(matrix) # Number of classes
# Make sure matrix is 2d array
if len(np.shape(matrix)) == 1:
matrix = np.array([matrix])
print()
print(title, "of shape", matrix.shape)
print(" " + short_title + "".join(["\t" + top_name + "=" + str(i) for i in range(K)]))
print("\t---" * K)
for i in range(K):
entry = "\t".join([str(z) for z in list(matrix.round(round_places)[i, :])])
print(left_name + "=" + str(i) + " |\t" + entry)
print("\tTrace(matrix) =", np.round(np.trace(matrix), round_places))
print()
[docs]def print_noise_matrix(noise_matrix, round_places=2):
"""Pretty prints the noise matrix."""
print_square_matrix(
noise_matrix,
title=" Noise Matrix (aka Noisy Channel) P(given_label|true_label)",
short_title="p(s|y)",
round_places=round_places,
)
[docs]def print_inverse_noise_matrix(inverse_noise_matrix, round_places=2):
"""Pretty prints the inverse noise matrix."""
print_square_matrix(
inverse_noise_matrix,
left_name="y",
top_name="s",
title=" Inverse Noise Matrix P(true_label|given_label)",
short_title="p(y|s)",
round_places=round_places,
)
[docs]def print_joint_matrix(joint_matrix, round_places=2):
"""Pretty prints the joint label noise matrix."""
print_square_matrix(
joint_matrix,
title=" Joint Label Noise Distribution Matrix P(given_label, true_label)",
short_title="p(s,y)",
round_places=round_places,
)
[docs]def compress_int_array(int_array, num_possible_values) -> np.ndarray:
"""Compresses dtype of np.ndarray<int> if num_possible_values is small enough."""
try:
compressed_type = None
if num_possible_values < np.iinfo(np.dtype("int16")).max:
compressed_type = "int16"
elif num_possible_values < np.iinfo(np.dtype("int32")).max: # pragma: no cover
compressed_type = "int32" # pragma: no cover
if compressed_type is not None:
int_array = int_array.astype(compressed_type)
return int_array
except Exception: # int_array may not even be numpy array, keep as is then
return int_array
[docs]def train_val_split(
X, labels, train_idx, holdout_idx
) -> Tuple[DatasetLike, DatasetLike, LabelLike, LabelLike]:
"""Splits data into training/validation sets based on given indices"""
labels_train, labels_holdout = (
labels[train_idx],
labels[holdout_idx],
) # labels are always np.ndarray
split_completed = False
if isinstance(X, (pd.DataFrame, pd.Series)):
X_train, X_holdout = X.iloc[train_idx], X.iloc[holdout_idx]
split_completed = True
if not split_completed:
try: # check if X is pytorch Dataset object using lazy import
import torch
if isinstance(X, torch.utils.data.Dataset): # special splitting for pytorch Dataset
X_train = torch.utils.data.Subset(X, train_idx)
X_holdout = torch.utils.data.Subset(X, holdout_idx)
split_completed = True
except Exception:
pass
if not split_completed:
try: # check if X is tensorflow Dataset object using lazy import
import tensorflow
if isinstance(X, tensorflow.data.Dataset): # special splitting for tensorflow Dataset
X_train = extract_indices_tf(X, train_idx, allow_shuffle=True)
X_holdout = extract_indices_tf(X, holdout_idx, allow_shuffle=False)
split_completed = True
except Exception:
pass
if not split_completed:
try:
X_train, X_holdout = X[train_idx], X[holdout_idx]
except Exception:
raise ValueError(
"Cleanlab cannot split this form of dataset (required for cross-validation). "
"Try a different data format, "
"or implement the cross-validation yourself and instead provide out-of-sample `pred_probs`"
)
return X_train, X_holdout, labels_train, labels_holdout
[docs]def subset_X_y(X, labels, mask) -> Tuple[DatasetLike, LabelLike]:
"""Extracts subset of features/labels where mask is True"""
labels = subset_labels(labels, mask)
X = subset_data(X, mask)
return X, labels
[docs]def subset_labels(labels, mask) -> Union[list, np.ndarray, pd.Series]:
"""Extracts subset of labels where mask is True"""
try: # filtering labels as if it is array or DataFrame
return labels[mask]
except Exception:
try: # filtering labels as if it is list
return [l for idx, l in enumerate(labels) if mask[idx]]
except Exception:
raise TypeError("labels must be 1D np.ndarray, list, or pd.Series.")
[docs]def subset_data(X, mask) -> DatasetLike:
"""Extracts subset of data examples where mask (np.ndarray) is True"""
try:
import torch
if isinstance(X, torch.utils.data.Dataset):
mask_idx_list = list(np.nonzero(mask)[0])
return torch.utils.data.Subset(X, mask_idx_list)
except Exception:
pass
try:
with warnings.catch_warnings():
warnings.filterwarnings("ignore")
import tensorflow
if isinstance(X, tensorflow.data.Dataset): # special splitting for tensorflow Dataset
mask_idx = np.nonzero(mask)[0]
return extract_indices_tf(X, mask_idx, allow_shuffle=True)
except Exception:
pass
try:
return X[mask]
except Exception:
raise TypeError("Data features X must be subsettable with boolean mask array: X[mask]")
[docs]def unshuffle_tensorflow_dataset(X) -> tuple:
"""Applies iterative inverse transformations to dataset to get version before ShuffleDataset was created.
If no ShuffleDataset is in the transformation-history of this dataset, returns None.
Parameters
----------
X : a tensorflow Dataset that may have been created via series of transformations, one being shuffle.
Returns
-------
Tuple (pre_X, buffer_size) where:
pre_X : Dataset that was previously transformed to get ShuffleDataset (or None),
buffer_size : int `buffer_size` previously used in ShuffleDataset,
or ``len(pre_X)`` if buffer_size cannot be determined, or None if no ShuffleDataset found.
"""
try:
from tensorflow.python.data.ops.dataset_ops import (
ShuffleDataset,
)
X_inputs = [X]
while len(X_inputs) == 1:
pre_X = X_inputs[0]
if isinstance(pre_X, ShuffleDataset):
buffer_size = len(pre_X)
if hasattr(pre_X, "_buffer_size"):
buffer_size = pre_X._buffer_size.numpy()
X_inputs = (
pre_X._inputs()
) # get the dataset that was transformed to create the ShuffleDataset
if len(X_inputs) == 1:
return (X_inputs[0], buffer_size)
X_inputs = pre_X._inputs() # returns list of input datasets used to create X
except Exception:
pass
return (None, None)
[docs]def is_torch_dataset(X) -> bool:
try:
import torch
if isinstance(X, torch.utils.data.Dataset):
return True
except Exception:
pass
return False # assumes this cannot be torch dataset if torch cannot be imported
[docs]def is_tensorflow_dataset(X) -> bool:
try:
import tensorflow
if isinstance(X, tensorflow.data.Dataset):
return True
except Exception:
pass
return False # assumes this cannot be tensorflow dataset if tensorflow cannot be imported
[docs]def csr_vstack(a, b) -> DatasetLike:
"""Takes in 2 csr_matrices and appends the second one to the bottom of the first one.
Alternative to scipy.sparse.vstack. Returns a sparse matrix.
"""
a.data = np.hstack((a.data, b.data))
a.indices = np.hstack((a.indices, b.indices))
a.indptr = np.hstack((a.indptr, (b.indptr + a.nnz)[1:]))
a._shape = (a.shape[0] + b.shape[0], b.shape[1])
return a
[docs]def get_num_classes(labels=None, pred_probs=None, label_matrix=None, multi_label=None) -> int:
"""Determines the number of classes based on information considered in a
canonical ordering. label_matrix can be: noise_matrix, inverse_noise_matrix, confident_joint,
or any other K x K matrix where K = number of classes.
"""
if pred_probs is not None: # pred_probs is number 1 source of truth
return pred_probs.shape[1]
if label_matrix is not None: # matrix dimension is number 2 source of truth
if label_matrix.shape[0] != label_matrix.shape[1]:
raise ValueError(f"label matrix must be K x K, not {label_matrix.shape}")
else:
return label_matrix.shape[0]
if labels is None:
raise ValueError("Cannot determine number of classes from None input")
return num_unique_classes(labels, multi_label=multi_label)
[docs]def num_unique_classes(labels, multi_label=None) -> int:
"""Finds the number of unique classes for both single-labeled
and multi-labeled labels. If multi_label is set to None (default)
this method will infer if multi_label is True or False based on
the format of labels.
This allows for a more general form of multiclass labels that looks
like this: [1, [1,2], [0], [0, 1], 2, 1]"""
return len(get_unique_classes(labels, multi_label))
[docs]def get_unique_classes(labels, multi_label=None) -> set:
"""Returns the set of unique classes for both single-labeled
and multi-labeled labels. If multi_label is set to None (default)
this method will infer if multi_label is True or False based on
the format of labels.
This allows for a more general form of multiclass labels that looks
like this: [1, [1,2], [0], [0, 1], 2, 1]"""
if multi_label is None:
multi_label = any(isinstance(l, list) for l in labels)
if multi_label:
return set(l for grp in labels for l in list(grp))
else:
return set(labels)
[docs]def smart_display_dataframe(df): # pragma: no cover
"""Display a pandas dataframe if in a jupyter notebook, otherwise print it to console."""
try:
from IPython.display import display
display(df)
except Exception:
print(df)