tedana.utils.utils¶
Utilities for tedana package
Functions
andb (arrs) |
Sums arrays in arrs |
dice (arr1, arr2) |
Compute Dice’s similarity index between two numpy arrays. |
filewrite (data, filename, ref_img[, gzip, …]) |
Writes data to filename in format of ref_img |
fitgaussian (data) |
Returns estimated gaussian parameters of a 2D distribution found by a fit |
gaussian (height, center_x, center_y, …) |
Returns gaussian function |
get_dtype (data) |
Determines neuroimaging format of data |
getfbounds (n_echos) |
Gets estimated F-statistic boundaries based on number of echos |
load_data (data[, n_echos]) |
Coerces input data files to required 3D array output |
load_image (data) |
Takes input data and returns a sample x time array |
make_adaptive_mask (data[, mask, minimum, getsum]) |
Makes map of data specifying longest echo a voxel can be sampled with |
make_min_mask (data[, roi]) |
Generates a 3D mask of data |
moments (data) |
Returns gaussian parameters of a 2D distribution by calculating its moments |
new_nii_like (ref_img, data[, affine, …]) |
Coerces data into NiftiImage format like ref_img |
unmask (data, mask) |
Unmasks data using non-zero entries of mask |
-
andb
(arrs)[source]¶ Sums arrays in arrs
Parameters: arrs ( list
) – List of boolean or integer arrays to be summedReturns: result – Integer array of summed arrs Return type: numpy.ndarray
-
dice
(arr1, arr2)[source]¶ Compute Dice’s similarity index between two numpy arrays. Arrays will be binarized before comparison.
Parameters: arr2 (arr1,) – Input arrays, arrays to binarize and compare. Returns: dsi – Dice-Sorenson index. Return type: float
References
-
filewrite
(data, filename, ref_img, gzip=False, copy_header=True)[source]¶ Writes data to filename in format of ref_img
Parameters: - data ((S [x T]) array_like) – Data to be saved
- filename (
str
) – Filepath where data should be saved to - ref_img (
str
or img_like) – Reference image - gzip (
bool
, optional) – Whether to gzip output (if not specified in filename). Only applies if output dtype is NIFTI. Default: False - copy_header (
bool
, optional) – Whether to copy header from ref_img to new image. Default: True
Returns: name – Path of saved image (with added extensions, as appropriate)
Return type:
-
fitgaussian
(data)[source]¶ Returns estimated gaussian parameters of a 2D distribution found by a fit
Parameters: data (array_like) – 2D data array Returns: p – Array with height, center_x, center_y, width_x, width_y of data Return type: array_like References
-
gaussian
(height, center_x, center_y, width_x, width_y)[source]¶ Returns gaussian function
Parameters: Returns: Gaussian function with provided parameters
Return type: lambda
References
-
get_dtype
(data)[source]¶ Determines neuroimaging format of data
Parameters: data ( list
ofstr
orstr
or img_like) – Data to determine format ofReturns: dtype – Format of input data Return type: {‘NIFTI’, ‘OTHER’} str
-
getfbounds
(n_echos)[source]¶ Gets estimated F-statistic boundaries based on number of echos
Parameters: n_echos ( int
) – Number of echoesReturns: fmin, fmid, fmax – Minimum, mid, and max F bounds Return type: float
-
load_data
(data, n_echos=None)[source]¶ Coerces input data files to required 3D array output
Parameters: - data ((X x Y x M x T) array_like or
list
of img_like) – Input multi-echo data array, where X and Y are spatial dimensions, M is the Z-spatial dimensions with all the input echos concatenated, and T is time. A list of image-like objects (e.g., .nii) are accepted, as well - n_echos (
int
, optional) – Number of echos in provided data array. Only necessary if data is array_like. Default: None
Returns: - fdata ((S x E x T)
numpy.ndarray
) – Output data where S is samples, E is echos, and T is time - ref_img (
str
ornumpy.ndarray
) – Filepath to reference image for saving output files or NIFTI-like array
- data ((X x Y x M x T) array_like or
-
load_image
(data)[source]¶ Takes input data and returns a sample x time array
Parameters: data ((X x Y x Z [x T]) array_like or img_like object) – Data array or data file to be loaded and reshaped Returns: fdata – Reshaped data, where S is samples and T is time Return type: (S [x T]) numpy.ndarray
-
make_adaptive_mask
(data, mask=None, minimum=True, getsum=False)[source]¶ Makes map of data specifying longest echo a voxel can be sampled with
Parameters: - data ((S x E x T) array_like) – Multi-echo data array, where S is samples, E is echos, and T is time
- mask (
str
or img_like, optional) – Binary mask for voxels to consider in TE Dependent ANAlysis. Default is to generate mask from data with good signal across echoes - minimum (
bool
, optional) – Use make_min_mask() instead of generating a map with echo-specific times. Default: True - getsum (
bool
, optional) – Return masksum in addition to mask. Default: False
Returns: - mask ((S,)
numpy.ndarray
) – Boolean array of voxels that have sufficient signal in at least one echo - masksum ((S,)
numpy.ndarray
) – Valued array indicating the number of echos with sufficient signal in a given voxel. Only returned if getsum = True
-
make_min_mask
(data, roi=None)[source]¶ Generates a 3D mask of data
Only samples that are consistently (i.e., across time AND echoes) non-zero in data are True in output
Parameters: - data ((S x E x T) array_like) – Multi-echo data array, where S is samples, E is echos, and T is time
- roi (
str
, optional) – Binary mask for region-of-interest to consider in TE Dependent ANAlysis
Returns: mask – Boolean array
Return type: (S,)
numpy.ndarray
-
moments
(data)[source]¶ Returns gaussian parameters of a 2D distribution by calculating its moments
Parameters: data (array_like) – 2D data array Returns: References
-
new_nii_like
(ref_img, data, affine=None, copy_header=True)[source]¶ Coerces data into NiftiImage format like ref_img
Parameters: Returns: nii – NiftiImage
Return type:
-
unmask
(data, mask)[source]¶ Unmasks data using non-zero entries of mask
Parameters: - data ((M [x E [x T]]) array_like) – Masked array, where M is the number of True values in mask
- mask ((S,) array_like) – Boolean array of S samples that was used to mask data. It should have exactly M True values.
Returns: out – Unmasked data array
Return type: (S [x E [x T]])
numpy.ndarray