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Commit 5cd1f11a authored by Michiel Cottaar's avatar Michiel Cottaar
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Created separate nibabel/CIFTI talk

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<?xml version="1.0" encoding="UTF-8"?>
<GIFTI xmlns:xsi="true"
xsi:noNamespaceSchemaLocation="true"
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ExternalFileName=""
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<ThresholdTest>THRESHOLD_TEST_SHOW_OUTSIDE</ThresholdTest>
<ThresholdType>THRESHOLD_TYPE_OFF</ThresholdType>
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</Data>
</DataArray>
</GIFTI>
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talks/nibabel_cifti/cifti_tree.png

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talks/nibabel_cifti/gifti_tree.png

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%% Cell type:code id: tags:
``` python
%matplotlib nbagg
import numpy as np
import nibabel as nib
import matplotlib.pyplot as plt
```
%% Output
/Users/ndcn0236/miniconda3/lib/python3.6/site-packages/h5py/__init__.py:34: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.
from ._conv import register_converters as _register_converters
%% Cell type:markdown id: tags:
# Nibabel: loading MRI volumes
## Image file formats beyond NIFTI
Nibabel can also read:
- ANALYZE (plain, SPM99, SPM2 and later)
- Freesurfer MGH/MGZ format
- MINC1 and MINC2
- limited support for [Dicom](http://nipy.org/nibabel/dicom/dicom.html#dicom)
- Philips PAR/REC
You can get the data and affine for all these formats using:
> ```
> img = nib.load(<filename>)
> affine = img.affine
> data = img.get_data() # repeated calls of get_data() will return a cached version
> ```
Other metadata is available through `img.header`, but will be format-specific.
## Acessing part of the data
Running `nibabel.load` will only read in the header, not the full data.
You can exploit this using the `[dataobj](http://nipy.org/nibabel/nibabel_images.html#array-proxies-and-proxy-images)` object:
%% Cell type:code id: tags:
``` python
img = nib.load('100307/T1w.nii.gz')
zslice = img.dataobj[:, :, 50] # only loads the slice with k=50
plt.imshow(slice.T, cmap='gray')
```
%% Cell type:markdown id: tags:
## Surfaces in nibabel
Nibabel supports surfaces in both [Freesurfer](http://nipy.org/nibabel/reference/nibabel.freesurfer.html#module-nibabel.freesurfer)
and [GIFTI](http://nipy.org/nibabel/reference/nibabel.gifti.html#module-nibabel.gifti) formats
![Gifti tree structure](gifti_tree.png)
%% Cell type:code id: tags:
``` python
img = nib.load('100307/fsaverage_LR32k/100307.L.white.32k_fs_LR.surf.gii')
vertices, faces = [darray.data for darray in img.darrays]
vertices, faces
```
%% Cell type:code id: tags:
``` python
from nibabel import freesurfer
freesurfer.io.write_geometry('lh.white', vertices, faces)
```
%% Cell type:code id: tags:
``` python
thickness = nib.load('100307/fsaverage_LR32k/100307.L.thickness.32k_fs_LR.shape.gii').darrays[0].data
thickness
```
%% Output
array([2.9977965, 2.7661548, 3.0803757, ..., 2.47089 , 2.2333388,
2.363499 ], dtype=float32)
%% Cell type:markdown id: tags:
## [Tractography streamlines](http://nipy.org/nibabel/reference/nibabel.streamlines.html#module-nibabel.streamlines) in nibabel
# [CIFTI](https://github.com/MichielCottaar/cifti): easy creation/manipulation
This module allows for straight-forward creation of CIFTI files and the reading and manipulating of existing ones
The CIFTI format is used in brain imaging to store data acquired across the brain volume (in voxels) and/or
the brain surface (in vertices). The format is unique in that it can store data from both volume and
surface as opposed to NIftI, which only covers the brain volume, and GIftI, which only covers the brain surface.
See http://www.nitrc.org/projects/cifti for specification of the CIFTI format.
Each type of CIFTI axes describing the rows/columns in a CIFTI matrix is given a unique class:
- `BrainModel`: each row/column is a voxel or vertex
- `Parcels`: each row/column is a group of voxels and/or vertices
- `Series`: each row/column is a timepoint, which increases monotonically
- `Scalar`: each row/column has a unique name (with optional meta-data)
- `Label`: each row/column has a unique name and label table (with optional meta-data)
All of these classes are derived from `Axis`
Reading a CIFTI file (through `read`) will return a matrix and a pair of axes describing the rows and columns of the matrix.
Similarly to write a CIFTI file (through `write`) requires a matrix and a pair of axes.
CIFTI axes of the same type can be concatenated by adding them together.
Numpy indexing also works on them (except for Series objects, which have to remain monotonically increasing or decreasing)
## Installation
This package can be installed directly from github using:
%% Cell type:code id: tags:
``` python
!pip install git+https://github.com/MichielCottaar/cifti.git
```
%% Cell type:markdown id: tags:
![Cifti tree structure](cifti_tree.png)
## Examples
%% Cell type:code id: tags:
``` python
import cifti
ctx = thickness != 0
arr = np.random.rand(ctx.sum())
bm_ctx = cifti.BrainModel.from_mask(ctx, name='CortexLeft')
sc = cifti.Scalar.from_names(['random'])
cifti.write('random_ctx.dscalar.nii', arr[None, :], (sc, bm_ctx))
```
%% Cell type:code id: tags:
``` python
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii random_ctx.dscalar.nii
```
%% Cell type:code id: tags:
``` python
img = ni.load('100307/aparc+aseg.nii.gz')
cerebellum = img.get_data() == 8
bm_cerebellum = cifti.BrainModel.from_mask(cerebellum, name='CerebellumLeft', affine=img.affine)
bm = bm_ctx + bm_cerebellum
sc = cifti.Scalar.from_names(['random'])
arr = np.random.rand(len(bm))
cifti.write('random_ctx_cerebellum.dscalar.nii', arr[None, :], (sc, bm))
```
%% Cell type:code id: tags:
``` python
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii 100307/T1w.nii.gz random_ctx_cerebellum.dscalar.nii
```
%% Cell type:code id: tags:
``` python
arr = abs(thickness[ctx, None] - thickness[None, ctx])
cifti.write('diff_thickness.dconn.nii', arr, (bm_ctx, bm_ctx))
```
%% Cell type:code id: tags:
``` python
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii diff_thickness.dconn.nii
```
%% Cell type:markdown id: tags:
Let's finally create a parcellated label file:
%% Cell type:code id: tags:
``` python
parcels = cifti.Parcels.from_brain_models([('thin', bm_ctx[thickness[ctx] < 2]),
('cerbellum', bm_cerebellum),
('thick', bm_ctx[thickness[ctx] > 3]),
])
scl = cifti.Scalar.from_names(['rgb'])
label = scl.to_label([{1: ('red', (1, 0, 0, 1)), 2: ('green', (0, 1, 0, 1)), 3: ('blue', (0, 0, 1, 1))}])
arr = np.array([[1, 2, 3]])
cifti.write('labels.plabel.nii', arr, (label, parcels))
```
%% Cell type:code id: tags:
``` python
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii 100307/T1w.nii.gz labels.plabel.nii
```
%% Output
Info: Resources loaded:
:/About :/Cursor :/Fonts :/HelpFiles :/LayersPanel :/PaletteSettings :/resources.qrc :/SpecFileDialog :/Splash :/ToolBar :/trolltech :/update_resources.sh
Info: Time to color volume data is 0.581 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/T1w.nii.gz was 1.06257 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.L.inflated.32k_fs_LR.surf.gii was 0.111264 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.L.midthickness.32k_fs_LR.surf.gii was 0.019432 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.L.pial.32k_fs_LR.surf.gii was 0.019506 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.L.very_inflated.32k_fs_LR.surf.gii was 0.019134 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.L.white.32k_fs_LR.surf.gii was 0.018743 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.R.inflated.32k_fs_LR.surf.gii was 0.087767 seconds.
Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.R.midthickness.32k_fs_LR.surf.gii was 0.019677 seconds.
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Info: Time to read /Users/ndcn0236/Work/projects/pytreat-2018-practicals/talks/nibabel_cifti/100307/fsaverage_LR32k/100307.R.white.32k_fs_LR.surf.gii was 0.018397 seconds.
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%% Cell type:code id: tags:
``` python
```
```
%matplotlib nbagg
import numpy as np
import nibabel as nib
import matplotlib.pyplot as plt
```
# Nibabel: loading MRI volumes
## Image file formats beyond NIFTI
Nibabel can also read:
- ANALYZE (plain, SPM99, SPM2 and later)
- Freesurfer MGH/MGZ format
- MINC1 and MINC2
- limited support for [Dicom](http://nipy.org/nibabel/dicom/dicom.html#dicom)
- Philips PAR/REC
You can get the data and affine for all these formats using:
> ```
> img = nib.load(<filename>)
> affine = img.affine
> data = img.get_data() # repeated calls of get_data() will return a cached version
> ```
Other metadata is available through `img.header`, but will be format-specific.
## Acessing part of the data
Running `nibabel.load` will only read in the header, not the full data.
You can exploit this using the `[dataobj](http://nipy.org/nibabel/nibabel_images.html#array-proxies-and-proxy-images)` object:
```
img = nib.load('100307/T1w.nii.gz')
zslice = img.dataobj[:, :, 50] # only loads the slice with k=50
plt.imshow(slice.T, cmap='gray')
```
## Surfaces in nibabel
Nibabel supports surfaces in both [Freesurfer](http://nipy.org/nibabel/reference/nibabel.freesurfer.html#module-nibabel.freesurfer)
and [GIFTI](http://nipy.org/nibabel/reference/nibabel.gifti.html#module-nibabel.gifti) formats
![Gifti tree structure](gifti_tree.png)
```
img = nib.load('100307/fsaverage_LR32k/100307.L.white.32k_fs_LR.surf.gii')
vertices, faces = [darray.data for darray in img.darrays]
vertices, faces
```
```
from nibabel import freesurfer
freesurfer.io.write_geometry('lh.white', vertices, faces)
```
```
thickness = nib.load('100307/fsaverage_LR32k/100307.L.thickness.32k_fs_LR.shape.gii').darrays[0].data
thickness
```
## [Tractography streamlines](http://nipy.org/nibabel/reference/nibabel.streamlines.html#module-nibabel.streamlines) in nibabel
# [CIFTI](https://github.com/MichielCottaar/cifti): easy creation/manipulation
This module allows for straight-forward creation of CIFTI files and the reading and manipulating of existing ones
The CIFTI format is used in brain imaging to store data acquired across the brain volume (in voxels) and/or
the brain surface (in vertices). The format is unique in that it can store data from both volume and
surface as opposed to NIftI, which only covers the brain volume, and GIftI, which only covers the brain surface.
See http://www.nitrc.org/projects/cifti for specification of the CIFTI format.
Each type of CIFTI axes describing the rows/columns in a CIFTI matrix is given a unique class:
- `BrainModel`: each row/column is a voxel or vertex
- `Parcels`: each row/column is a group of voxels and/or vertices
- `Series`: each row/column is a timepoint, which increases monotonically
- `Scalar`: each row/column has a unique name (with optional meta-data)
- `Label`: each row/column has a unique name and label table (with optional meta-data)
All of these classes are derived from `Axis`
Reading a CIFTI file (through `read`) will return a matrix and a pair of axes describing the rows and columns of the matrix.
Similarly to write a CIFTI file (through `write`) requires a matrix and a pair of axes.
CIFTI axes of the same type can be concatenated by adding them together.
Numpy indexing also works on them (except for Series objects, which have to remain monotonically increasing or decreasing)
## Installation
This package can be installed directly from github using:
```
!pip install git+https://github.com/MichielCottaar/cifti.git
```
![Cifti tree structure](cifti_tree.png)
## Examples
```
import cifti
ctx = thickness != 0
arr = np.random.rand(ctx.sum())
bm_ctx = cifti.BrainModel.from_mask(ctx, name='CortexLeft')
sc = cifti.Scalar.from_names(['random'])
cifti.write('random_ctx.dscalar.nii', arr[None, :], (sc, bm_ctx))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii random_ctx.dscalar.nii
```
```
img = nib.load('100307/aparc+aseg.nii.gz')
cerebellum = img.get_data() == 8
bm_cerebellum = cifti.BrainModel.from_mask(cerebellum, name='CerebellumLeft', affine=img.affine)
bm = bm_ctx + bm_cerebellum
sc = cifti.Scalar.from_names(['random1', 'random2'])
arr = np.random.rand(2, len(bm))
cifti.write('random_ctx_cerebellum.dscalar.nii', arr, (sc, bm))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii 100307/T1w.nii.gz random_ctx_cerebellum.dscalar.nii
```
```
arr = abs(thickness[ctx, None] - thickness[None, ctx])
cifti.write('diff_thickness.dconn.nii', arr, (bm_ctx, bm_ctx))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii diff_thickness.dconn.nii
```
Let's finally create a parcellated label file:
```
parcels = cifti.Parcels.from_brain_models([('thin', bm_ctx[thickness[ctx] < 2]),
('cerbellum', bm_cerebellum),
('thick', bm_ctx[thickness[ctx] > 3]),
])
scl = cifti.Scalar.from_names(['rgb'])
label = scl.to_label([{1: ('red', (1, 0, 0, 1)),
2: ('green', (0, 1, 0, 1)),
3: ('blue', (0, 0, 1, 1))}])
arr = np.array([[1, 2, 3]])
cifti.write('labels.plabel.nii', arr, (label, parcels))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii 100307/T1w.nii.gz labels.plabel.nii
```
...@@ -300,50 +300,6 @@ with open('image_list.html', 'w') as f: ...@@ -300,50 +300,6 @@ with open('image_list.html', 'w') as f:
## Neuroimage packages ## Neuroimage packages
The [nipy](http://nipy.org/) ecosystem covers most of these. The [nipy](http://nipy.org/) ecosystem covers most of these.
### [CIFTI](https://github.com/MichielCottaar/cifti): easy creation/manipulation
```
import nibabel
thickness = nibabel.load('100307/fsaverage_LR32k/100307.L.thickness.32k_fs_LR.shape.gii').darrays[0].data
thickness
```
```
import cifti
ctx = thickness != 0
arr = np.random.rand(ctx.sum())
bm_ctx = cifti.BrainModel.from_mask(ctx, name='CortexLeft')
sc = cifti.Scalar.from_names(['random'])
cifti.write('random_ctx.dscalar.nii', arr[None, :], (sc, bm_ctx))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii random_ctx.dscalar.nii
```
```
img = nibabel.load('100307/aparc+aseg.nii.gz')
cerebellum = img.get_data() == 8
bm = bm_ctx + cifti.BrainModel.from_mask(cerebellum, name='CerebellumLeft', affine=img.affine)
sc = cifti.Scalar.from_names(['random'])
arr = np.random.rand(len(bm))
cifti.write('random_ctx_cerebellum.dscalar.nii', arr[None, :], (sc, bm))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii 100307/aparc+aseg.nii.gz random_ctx_cerebellum.dscalar.nii
```
```
arr = abs(thickness[ctx, None] - thickness[None, ctx])
cifti.write('diff_thickness.dconn.nii', arr, (bm_ctx, bm_ctx))
```
```
!wb_view 100307/fsaverage_LR32k/100307.*.32k_fs_LR.surf.gii diff_thickness.dconn.nii
```
## [networkx](https://networkx.github.io/): graph theory ## [networkx](https://networkx.github.io/): graph theory
## GUI ## GUI
......
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