"""RANSAC code
The code is adopted from the PREP pipeline written in MATLAB:
https://github.com/VisLab/EEG-Clean-Tools. This implementation
also works for MEG data.
"""
# Authors: Mainak Jas <mainak.jas@telecom-paristech.fr>
# Simon Kern
import numpy as np
from joblib import Parallel, delayed
import mne
from mne.channels.interpolation import _make_interpolation_matrix
from mne.parallel import parallel_func
from mne.utils import check_random_state
from .utils import _pbar, _handle_picks
from .utils import _check_data, _get_channel_type
[docs]class Ransac(object):
"""RANSAC algorithm to find bad sensors and repair them.
Implements RAndom SAmple Consensus (RANSAC) method to detect bad sensors.
Parameters
----------
n_resample : int
Number of times the sensors are resampled.
min_channels : float
Fraction of sensors for robust reconstruction.
min_corr : float
Cut-off correlation for abnormal wrt neighbours.
unbroken_time : float
Cut-off fraction of time sensor can have poor RANSAC
predictability.
n_jobs : int
Number of parallel jobs.
random_state : int | np.random.RandomState | None
The seed of the pseudo random number generator to use.
Defaults to 435656.
picks : str | list | slice | None
Channels to include. Slices and lists of integers will be
interpreted as channel indices. In lists, channel *name* strings
(e.g., ``['MEG0111', 'MEG2623']``) will pick the given channels.
None (default) will pick data channels {'meg', 'eeg'}. Note that
channels in ``info['bads']`` *will be included* if their names or
indices are explicitly provided.
verbose : bool
The verbosity of progress messages.
If False, suppress all output messages.
Notes
-----
The window_size is automatically set to the epoch length.
References
----------
[1] Bigdely-Shamlo, Nima, et al.
"The PREP pipeline: standardized preprocessing for large-scale EEG
analysis." Frontiers in neuroinformatics 9 (2015).
[2] Mainak Jas, Denis Engemann, Yousra Bekhti, Federico Raimondo, and
Alexandre Gramfort, "Autoreject: Automated artifact rejection for
MEG and EEG." arXiv preprint arXiv:1612.08194, 2016.
"""
def __init__(self, n_resample=50, min_channels=0.25, min_corr=0.75,
unbroken_time=0.4, n_jobs=1,
random_state=435656, picks=None,
verbose=True):
"""Initialize Ransac object."""
self.n_resample = n_resample
self.min_channels = min_channels
self.min_corr = min_corr
self.unbroken_time = unbroken_time
self.n_jobs = n_jobs
self.random_state = random_state
self.verbose = verbose
self.picks = picks
def _iterate_epochs(self, epochs, idxs):
n_channels = len(self.picks)
corrs = np.zeros((len(idxs), n_channels))
for i, idx in enumerate(_pbar(idxs, desc='Iterating epochs',
verbose=self.verbose)):
data = epochs.get_data()[idx, self.picks]
corrs[i, :] = self._compute_correlations(data)
return corrs
def _get_random_subsets(self, info):
""" Get random channels"""
# have to set the seed here, as here the only part with randomization
# occurs. However, all subsets are precomputed outside of Parallel,
# therefore, we can simply compute them once
rng = check_random_state(self.random_state)
picked_info = mne.io.pick.pick_info(info, self.picks)
n_channels = len(picked_info['ch_names'])
# number of channels to interpolate from
n_samples = int(np.round(self.min_channels * n_channels))
# get picks for resamples, but ignore channels marked as bad
bad_chs = info['bads']
ch_list = [ch for ch in picked_info['ch_names'] if ch not in bad_chs]
assert len(ch_list) >= n_samples, 'too many channels marked as bad,'\
'cannot perform interpolation with'\
f'min_channels={self.min_channels}'
# randomly sample subsets of good channels
ch_subsets = list()
for idx in range(self.n_resample):
picks = rng.choice(ch_list, size=n_samples, replace=False)
picks = [str(p) for p in picks] # convert from str-array to string
ch_subsets.append(picks)
return ch_subsets
def _get_mappings(self, inst, ch_subsets):
from .utils import _fast_map_meg_channels
picked_info = mne.io.pick.pick_info(inst.info, self.picks)
pos = np.array([ch['loc'][:3] for ch in picked_info['chs']])
ch_names = picked_info['ch_names']
n_channels = len(ch_names)
pick_to = range(n_channels)
mappings = list()
# Try different channel subsets
for subset in _pbar(ch_subsets, desc='interpolating channels',
verbose=self.verbose):
# don't do the following as it will sort the channels!
# pick_from = pick_channels(ch_names, ch_subsets[idx])
pick_from = np.array([ch_names.index(name)
for name in subset])
mapping = np.zeros((n_channels, n_channels))
if self.ch_type == 'meg':
mapping[:, pick_from] = _fast_map_meg_channels(
picked_info.copy(), pick_from, pick_to)
elif self.ch_type == 'eeg':
mapping[:, pick_from] = _make_interpolation_matrix(
pos[pick_from], pos[pick_to], alpha=1e-5)
mappings.append(mapping)
mappings = np.concatenate(mappings)
return mappings
def _compute_correlations(self, data):
"""Compute correlation between prediction and real data."""
mappings = self.mappings_
n_channels, n_times = data.shape
# get the predictions
y_pred = data.T.dot(mappings.T)
y_pred = y_pred.reshape((n_times, len(self.picks),
self.n_resample), order='F')
# pool them using median
# XXX: weird that original implementation sorts and takes middle value.
# Isn't really the median if n_resample even
y_pred = np.median(y_pred, axis=-1)
# compute correlation
num = np.sum(data.T * y_pred, axis=0)
denom = (np.sqrt(np.sum(data.T ** 2, axis=0)) *
np.sqrt(np.sum(y_pred ** 2, axis=0)))
corr = num / denom
return corr
[docs] def fit(self, epochs):
"""Perform RANSAC on the given epochs.
Steps:
#. Interpolate all channels from a subset of channels
(fraction denoted as `min_channels`), repeat `n_resample` times.
#. See if correlation of interpolated channels to original channel
is above 75% per epoch (`min_corr`)
#. If more than `unbroken_time` fraction of epochs have a lower
correlation than that, add channel to ``self.bad_chs_``
Parameters
----------
epochs : mne.Epochs
An Epochs object with data to perform RANSAC on
Returns
-------
self : Ransac
The updated instance with the list of bad channels accessible by
``self.bad_chs_``
"""
self.picks = _handle_picks(info=epochs.info, picks=self.picks)
_check_data(epochs, picks=self.picks,
ch_constraint='single_channel_type', verbose=self.verbose)
self.ch_type = _get_channel_type(epochs, self.picks)
n_epochs = len(epochs)
_, _, n_jobs = parallel_func(self._get_mappings, self.n_jobs)
parallel = Parallel(n_jobs, verbose=10 if self.verbose else 0)
# create `n_resample` different random subsamples of channels,
# with each subsample set containing `min_channels` amount of
# random channels from the list of all channels.
self.ch_subsets_ = self._get_random_subsets(epochs.info)
# compute mappings with possibility of parallelization
# max n_resample splits possible
n_splits = min(n_jobs, self.n_resample)
ch_subsets_split = np.array_split(self.ch_subsets_, n_splits)
delayed_func = delayed(self._get_mappings)
# no random seed needs to be supplied to get_mappings, as there is
# no random subsampling happening here
mappings = parallel(delayed_func(epochs, ch_subset) for ch_subset
in ch_subsets_split)
self.mappings_ = np.concatenate(mappings)
# compute correlations with possibility of parallelization
delayed_func = delayed(self._iterate_epochs)
n_splits = min(n_jobs, n_epochs) # max n_epochs splits possible
epoch_idxs_splits = np.array_split(np.arange(n_epochs), n_splits)
corrs = parallel(delayed_func(epochs, idxs) for idxs
in epoch_idxs_splits)
self.corr_ = np.concatenate(corrs)
if self.verbose is not False:
print('[Done]')
# compute how many windows is a sensor RANSAC-bad
self.bad_log = np.zeros_like(self.corr_)
self.bad_log[self.corr_ < self.min_corr] = 1
bad_log = self.bad_log.sum(axis=0)
bad_idx = np.where(bad_log > self.unbroken_time * n_epochs)[0]
if len(bad_idx) > 0:
self.bad_chs_ = [
epochs.info['ch_names'][self.picks[p]] for p in bad_idx]
else:
self.bad_chs_ = list()
return self
def transform(self, epochs):
epochs = epochs.copy()
_check_data(epochs, picks=self.picks,
ch_constraint='single_channel_type', verbose=self.verbose)
epochs.info['bads'] = self.bad_chs_
epochs.interpolate_bads(reset_bads=True)
return epochs
def fit_transform(self, epochs):
return self.fit(epochs).transform(epochs)
