PyAims basic algorithms

soma.aims.AimsThreshold(*args, **kwargs)

Create a AimsThreshold instance from input and output types. Types may be passed as keyword arguments intype and outtype, or dtype if both are the same. Otherwise the arguments are parsed to find types arguments. Types may be specified as allowed by typeCode().

Other arguments are otherwise passed to the constructor of the underlying threshold object. See for instance: soma.aims.AimsThreshold_S16_S16.

class soma.aims.AimsThreshold_S16_S16

thresholded_vol = threshold(volume)

Apply non-binary thresholding: voxels passing the theshold are left with their initial value.

Parameters:volume (AimsData_S16) – input volume to be thresholded Returns:thresholded_vol – thresholded volume Return type:AimsData_S16

bin()

thresholded_vol = threshold.bin(volume)

Apply binary thresholding: voxels passing the theshold are set to a constant value – which one ?

Parameters:volume (AimsData_S16) – input volume to be thresholded Returns:thresholded_vol – thresholded volume Return type:AimsData_S16

class soma.aims.AimsThreshold_FLOAT_S16

thresholded_vol = threshold(volume)

Apply non-binary thresholding: voxels passing the theshold are left with their initial value.

Parameters:volume (AimsData_S16) – input volume to be thresholded Returns:thresholded_vol – thresholded volume Return type:AimsData_FLOAT

bin()

thresholded_vol = threshold.bin(volume)

Apply binary thresholding: voxels passing the theshold are set to a constant value – which one ?

Parameters:volume (AimsData_FLOAT) – input volume to be thresholded Returns:thresholded_vol – thresholded volume Return type:AimsData_S16

class soma.aims.SurfaceGenerator

Surface Generator Object. Available Methods are :

• cube(center_p, radius_f, smoothnormal_b=false)
• cylinder(p1_p, p2_p, radius1_f, radius2_f, nfacets_i, closed_b, smooth_b=false)
• cone(arrow_p, base_p, radius_f, nfacets_i, closed_b, smooth_b=false)
• arrow(arrow_p, base_p, radius_f, arrowradius_f, nfacets_i, arrowlengthfract_f)
• icosahedron(center_p, radius_f)
• sphere(center_p, radius_f, nfacets_i)
• icosphere(center_p, radius_f, nfacets_i)

With arguments suffix _f:float, _i:int, _b:bool, _p: Point3df or 3-tuple

Alternatively, all those may be called with a GenericObject as only parameter.

This doc might not be up-to-date, use the printDescription() method for more info.

arrow()

static arrow( dictionary ) See the description() and printDescription() methods for more information. static arrow( Point3df arrowhead, Point3df base, float headradius, float arrowradius, unsigned nfaces, float arrowlengthfactor )

circle_wireframe()

Circle, or part of circle.

center, radius are classical. nseg is the number of segments in the circle polygon normal is a normal vector to the circle plane. startdir is a vector in the circle plane determining the beginning of angles (circle ray). startangle, stopangle are meant to make parts of circle

cone()

static cone( dictionary ) See the description() and printDescription() methods for more information. static cone( Point3df arrowhead, Point3df base, float radius, unsigned nfaces, bool closed, bool smooth=False )

cube()

static cube( dictionary ) See the description() and printDescription() methods for more information. static cube( Point3df center, float radius, bool smoothnormals=False )

cylinder()

static cylinder( dictionary ) See the description() and printDescription() methods for more information. static cylinder( Point3df center1, Point3df center2, float radius1, float radius2, unsigned nfaces, bool closed, bool smooth=False )

ellipse()

static ellipse( dictionary ) See the description() and printDescription() methods for more information. static ellipse( Point3df center, float radius1, float radius2, unsigned nfaces, bool uniquevertices=False )

grid(dict)

See the description() and printDescription() methods for more information. grid(Point3df boundingbox_min, Point3df boundingbox_max, Point3df grid_sampling) Regular, wireframe grid

icosahedron()

static icosahedron( dictionary ) See the description() and printDescription() methods for more information. static icosahedron( Point3df center, float radius )

icosphere(dictionary)

See the description() and printDescription() methods for more information. icosphere( Point3df center, float radius, unsigned nfaces=320 )

Compared to sphere() which performs meridian / parallels tesselation, icosphere over-segments an icosahedron to get equal, equilateral triangles.

parallelepiped(boundingbox_min, boundingbox_max, smooth=False)

Parameters:

• boundingbox_min (Point3df) – “lower bound” corner position
• boundingbox_min – “upper bound” corner position
• smooth (bool) – if True, make smooth faces and shared vertices in corners

parallelepiped_wireframe(Point3df boundingbox_min, Point3df boundingbox_max)

sphere()

static sphere( dictionary ) See the description() and printDescription() methods for more information. static sphere( Point3df center, float radius, unsigned nfaces, bool uniquevertices=False )

class soma.aims.SurfaceManip

Surface Manipulation Object. All mehtods are static in this class, it is just a means of grouping functions.

cutMesh(in_mesh, plane, cut_mesh, border_line)

Cut a mesh by a plane and that’s all.

Parameters:

• in_mesh (AimsSurfaceTriangle) – Triangular mesh to be cut.
• plane (Point4df) – cut plane equation (4 coefs)
• cut_mesh (AimsSurfaceTriangle) – output cut mesh (the part satisfying the plane equation). Polygons crossing the plane will be cut into smaller ones.
• border_line (AimsTimeSurface_2_VOID) – output cut section polygon

Returns:

Return type:

None

invertSurfacePolygons(mesh)

Invert polygons order (flips 2 vertex indices in each triangle) to flip its interior / exterior notions (used by OpenGL rendering). The input mesh is modified in-place.

lineDirections(segments_mesh)

calculate directions of a line mesh, for each vertex

Parameters:segments_mesh (AimsTimeSurface_2_VOID) – Returns:directions Return type:vector_POINT3DF

meshArea()

Surface area of a triangular mesh, in mm^2

meshDensity(mesh, as_distance=False)

Calculate a mesh density: inverse of the average edges distance.

Parameters:

• mesh (AimsSurfaceTriangle) –
• as_distance (bool (optional)) – if True, the average distance is not inverted, thus the output is an average distance map.

Returns:

density_texture

Return type:

TimeTexture_FLOAT

meshEdgeLengthRatioTexture(numerator_mesh, denominator_mesh)

Calculate an edge length ratio in edges of two meshes with the same topology. The max length ratios of edges is kept for each vertex.

Parameters:

• numerator_mesh (AimsSurfaceTriangle) –
• denominator_mesh (AimsSurfaceTriangle) –

Returns:

ratio_texture

Return type:

TimeTexture_FLOAT

meshExtract(mesh, texture, label_value)

Extracts a sub-mesh defined by a texture label value.

Returns:

• sub_mesh (AimsTimeSurface_3_VOID) – extracted sub-mesh
• vertices (vector_ULONG) – indices of extracted vertices

meshMerge(input_output_mesh, input_mesh)

Concatenates the second mesh to the first one. The first argument will be modified.

Parameters:

• input_output_mesh (AimsTimeSurface_3_VOID) – first mesh. Will be modified to be the output.
• input_mesh (AimsTimeSurface_3_VOID) – second mesh to be appended to the first one.

Returns:

Return type:

None

meshPlanarPolygon(plane, polygon)

Tesselate a planar polygon to fill it by a triangular mesh

Parameters:

• plane (Point4df) – plane equation
• polygon (AimsTimeSurface_2_VOID) – planar polygon to tesselate. Typically, the output of cutMesh()

Returns:

planar_mesh – the mesh filling the polygon

Return type:

AimsSurfaceTriangle

meshTextureBoundary(mesh, label_texture, region_value)

Extracts the boundary of region of value <region_value> of the input texture, on the mesh.

If region_value is negative, take boundaries of all regions. The input texture is a label texture.

Parameters:

• mesh (AimsSurfaceTriangle) – input mesh to extract boundary on
• label_texture (TimeTexture_S16, TimeTexture_S32, or TimeTexture_FLOAT) – label texture defining regions on the mesh
• region_value (int16, int32 or float) – label of the desired region

Returns:

boundary – output segments mesh (filar mesh) for the boundary

Return type:

AimsTimeSurface_2_VOID

meshTransform(mesh, transformation)

Apply linear coordinates transformation to a mesh. The input mesh will be modified in-place.

Parameters:

• mesh (AimsTimeSurface_3_VOID or AimsTimeSurface_2_VOID) – mesh to be transformed. Will be modified.
• transformation (AffineTransformation3d) – Linear transformation matrix

Returns:

Return type:

None

meshVolume(mesh)

Volume inside a triangular mesh, in mm^3. The mesh must enclode a closed volume, with no holes, otherwise the volume processing will “leak” and will be wrong.

rasterizeMesh(mesh, volume, value=2)

Rasterize polygons into a volume.

Parameters:

• mesh (AimsTimeSurface_*) –
• volume (Volume_S16) – Volume to write mesh imprint to
• value (int) – label value used to write the mesh imprint in the volume

rasterizeMeshWireframe(mesh, volume, value=1)

Rasterize polygons edges into a volume.

Parameters:

• mesh (AimsTimeSurface_*) –
• volume (Volume_S16) – Volume to write mesh imprint to
• value (int) – label value used to write the mesh imprint in the volume

refineMeshTri4(mesh, selected_polygons=None)

Refine a mesh by subdivising every triangle into 4 smaller ones.

Parameters:

• mesh (AimsSurfaceTriangle) – mesh to be refined
• selected_polygons (vector_U32) – optional list of polygons indices to be selectively refined. Others will not be changed, unless they are at the border of a refined one, in which case they have to be split in some way.

Returns:

refined_mesh – refined mesh

Return type:

AimsSurfaceTriangle

sortPolygonsAlongDirection(mesh, timestep, direction)

Sort polygons along a given direction. Polygons centers will be used for sorting. Only one timestep is performed (to be fast).

Parameters:

• mesh (AimstimeSurface_*) – The mesh will be modified.
• timestep (int) –
• direction (Point3df) –
• timestep, direction) (sortPolygonsAlongDirection(mesh,) –
• polygons along a given direction. (Sort) –
• centers will be used for sorting. Only one timestep is performed (to be fast) (Polygons) –
• mesh – The mesh will be modified.
• timestep –
• direction –
• timestep, direction) –
• polygons along a given direction. –
• centers will be used for sorting. Only one timestep is performed (to be fast) –
• mesh – The mesh will be modified.
• timestep –
• direction –

class soma.aims.GraphManip

soma.aims.apctools module

.APC (commissure coordinates) IO and other tools

soma.aims.apctools.apcFileTransform(inAPCfilename, outAPCfilename, transform, outimagevoxelsize, imagefile=None)

Transforms the coordinates of a .APC file points through a given transformation. It basically reads inAPCfilename, transforms its contents using apcTransform(), then writes the result to outAPCfilename.

soma.aims.apctools.apcRead(filename, imagefile=None)

Read a .APC file - filename: string - imagefile: string

optional filename for the image file from which the AC/PC coordinates are taken from. Its header may be used to recover millimeters positions from voxels if they are not specified in the .APC file itself (for older versions of the .APC files)

• returns: dict

  the contents of the file as a dictionary, keys being ‘ac’, ‘pc’, ‘ih’ for voxel coordinates, and ‘acmm’, ‘pcmm’, ‘ihmm’ for millimeters coordinates, and optionally ‘comment’.

soma.aims.apctools.apcTransform(apcdict, transform, outimagevoxelsize)

Transforms coordinates of commissures points through a specified transformation

• apcdict: dict

  Commissures coordinates, as a dictionary with ‘ac’, ‘pc’, ‘ih’ keys for voxel coordinates, ‘acmm’, ‘pcmm’, ‘ihmm’ for millimeters coordinates

• transform: AffineTransformation3d object

• outimagevoxelsize:

  • as string: filename for the image whose voxel size should be used
  • as Volume, AimsData or any other object with a header() method: voxel_size is taken from its header
  • as dict or header object: voxel size is takes as the voxel_size entry of the dictionary

Coordinates are transformed in the apcdict dictionary, which is modified in-place.

soma.aims.apctools.apcWrite(apcdict, filename)

Writes a .APC file from a dictionary

soma.aims.colormaphints module

soma.aims.colormaphints.anatomicalColormaps = [('B-W LINEAR', (1.0, 1.0, 1.0)), ('Blue-White', (0.0, 0.0, 1.0)), ('Green-White-linear', (0.0, 1.0, 0.0)), ('Green-White-exponential', (0.0, 1.0, 0.0))]

predefined list of colormaps suitable for anatomical volumes

soma.aims.colormaphints.anatomicalFusionColormaps = [('B-W LINEAR-fusion', (1.0, 1.0, 1.0)), ('Blue-White-fusion', (0.0, 0.0, 1.0)), ('Green-White-linear-fusion', (0.0, 1.0, 0.0))]

predefined list of colormaps suitable for fusionned anatomical volumes

soma.aims.colormaphints.binaryColormaps = [('BLUE-lfusion', (0.0, 0.0, 1.0)), ('GREEN-lfusion', (0.0, 1.0, 0.0)), ('RED-lfusion', (1.0, 0.0, 0.0)), ('CYAN-lfusion', (0.0, 1.0, 1.0)), ('VIOLET-lfusion', (1.0, 0.0, 1.0)), ('YELLOW-lfusion', (1.0, 1.0, 0.0)), ('WHITE-lfusion', (1.0, 1.0, 1.0))]

predefined list of colormaps suitable for binary volumes

soma.aims.colormaphints.binaryFusionColormaps = [('BLUE-ufusion', (0.0, 0.0, 1.0)), ('GREEN-ufusion', (0.0, 1.0, 0.0)), ('RED-ufusion', (1.0, 0.0, 0.0)), ('CYAN-ufusion', (0.0, 1.0, 1.0)), ('VIOLET-ufusion', (1.0, 0.0, 1.0)), ('YELLOW-ufusion', (1.0, 1.0, 0.0)), ('Black-ufusion', (1.0, 1.0, 1.0))]

predefined list of colormaps suitable for fusionned binary volumes

soma.aims.colormaphints.checkVolume(vol)

Checks colormap-related clues in a volume, and tries to determine whether it is an anatomical volume, a diffusion volume, a functional volume, or a labels volume. This is determined as “likelihoods” for each class (based on a pure empirical heurisrtic), based on, mainly, the histogram, voxel type, and voxel sizes.

soma.aims.colormaphints.chooseColormaps(vols)

Automatically chooses distinc colormaps for a list of volumes

• returns: a list of colormaps names. They should be known from Anatomist.

soma.aims.colormaphints.diffusionColormaps = [('B-W LINEAR', (1.0, 1.0, 1.0)), ('Blue-White', (0.0, 0.0, 1.0)), ('Green-White-linear', (0.0, 1.0, 0.0)), ('Green-White-exponential', (0.0, 1.0, 0.0))]

predefined list of colormaps suitable for diffusion volumes

soma.aims.colormaphints.diffusionFusionColormaps = [('B-W LINEAR-fusion', (1.0, 1.0, 1.0)), ('Blue-White-fusion', (0.0, 0.0, 1.0)), ('Green-White-linear-fusion', (0.0, 1.0, 0.0))]

predefined list of colormaps suitable for fusionned diffusion volumes

soma.aims.colormaphints.functionalColormaps = [('RED TEMPERATURE', (1.0, 0.5, 0.0)), ('RAINBOW', (1.0, 0.0, 0.0)), ('Blue-Red', (1.0, 0.0, 0.0)), ('actif-ret', (1.0, 1.0, 0.0)), ('Yellow-red', (1.0, 1.0, 0.0))]

predefined list of colormaps suitable for functional volumes

soma.aims.colormaphints.functionalFusionColormaps = [('Rainbow1-fusion', (1.0, 0.0, 0.0)), ('Blue-Red-fusion', (1.0, 0.0, 0.0)), ('Yellow-red-fusion', (1.0, 1.0, 0.0))]

predefined list of colormaps suitable for fusionned functional volumes

soma.aims.colormaphints.labelsColormaps = [('Blue-Red', (1.0, 0.0, 0.0)), ('Talairach', (0.0, 0.0, 0.0))]

predefined list of colormaps suitable for labels volumes

soma.aims.colormaphints.labelsFusionColormaps = []

predefined list of colormaps suitable for fusionned labels volumes

soma.aims.colormaphints.twotailColormaps = [('tvalues100-200-100-lfusion', (1.0, 0.0, 0.0)), ('tvalues100-100-100-lfusion', (1.0, 0.0, 0.0))]

predefined list of colormaps suitable for two-tail T-values volumes

soma.aims.colormaphints.twotailFusionColormaps = [('tvalues100-200-100', (1.0, 0.0, 0.0)), ('tvalues100-100-100', (1.0, 0.0, 0.0))]

predefined list of colormaps suitable for fusionned two-tail T-values volumes

soma.aims.fslTransformation module

FSL matrixes seem to transform from/to internal refs, like Aims but with a different convention:

• X: right -> left
• Y: back -> front
• Z: bottom -> top

which appears to be Y and Z flipped compared to Aims

soma.aims.fslTransformation.fslMatToTrm(matfile, srcimage, dstimage)

As far as I have understood:

A FSL transformation goes from the disk referential of the source image to the disk referential of the destination image.

BUT:

if the qform of an image (disk -> “real world”) implies a flip (goes from a direct referential to an indirect one or the contrary), then a flip along X axis is inserted in the matrix, since FSL flirt doesn’t allow flipping.

soma.aims.spmnormalizationreader module

soma.aims.spmnormalizationreader.readSpmNormalization(matfilename, source=None, destref=None, srcref=None)

Read a SPM *_sn.mat normalization file and converts it to an Aims AffineTransformation3d. The converted transformation has for source the AIMS referential of the source image, and for destination the template referential of the SPM .mat file. All coordinates are in millimeters.

The source image information may be provided either as its filename, its header object, or the image itself. It should carry the needed information: source volume storage_to_memory transformation matrix, voxel_size, etc. If None is passed as source (the default), then the source image name will be built from the .mat filename and will be read if found.

• matfilename: string

  file name of the *_sn.mat normalization file to reading

• source: filename (string), or Volume Volume or AimsData), or volume header (MappingType)

  file name of the *_sn.mat normalization file to reading

• destref: string or UUID (Uuid)

  destination referential for the transformation. If not specified, none will be set. If provided as a symbolic name (‘Talairach-MNI template-SPM’), it will be converted to an UUID string.

• srcref: string or UUID

  source referential for the transformation. If not specified, an attempt will be made to take it from the source image, otherwise it will not be set. If provided as a symbolic name (‘Talairach-MNI template-SPM’), it will be converted to an UUID string.

• returns: AffineTransformation3d object

  the converted transformation

soma.aims.meshSplit module

soma.aims.meshSplit.meshSplit(mesh, tex, graph, tex_time_step=0)

Splits a mesh into patches corresponding to a labels texture. Patches are organized into a graph.

The graph must preexist, and nodes will be inserted into it.

soma.aims.meshSplit.meshSplit2(mesh, tex, graph, voxel_size=None, tex_time_step=None)

Split mesh according to texture patches

Compared to meshSplit, this version also adds buckets (voxels lists) in each graph node.

Parameters:

• mesh (cortex mesh for example) –
• tex (aims.TimeTexture_S16) – texture of labels (parcellation of the mesh, labels between 1 and nb_labels, background = 0)
• graph (Graph) – the graph __syntax__ attribute should be: ‘roi’
• voxel_size ((optional)) – if a voxel size is given, a bucket will be built with the specified voxel size to follow the mesh. Otherwise there will be no bucket.
• tex_time_step (int (optional)) – time step to be used in the texture for regions split. default: 0
• Outputs –
• ------- –
• None – modify the input graph: add vertex : submeshes (one per texture label) and associated buckets add vertex “others” : void

soma.aims.volumetools module

Volume functions

soma.aims.volumetools.crop_volume(vol, threshold=0, border=0)

Crop the input volume, removing slices filled with values under a given threshold, and keeping a given border.

If no crop actually takes place, the input volume is returned without duplication. If crop is actually performed, then a view into the original volume is returned, sharing the same data block which is not copied.

Transformations in the header are adapted accordingly.

Parameters:

• vol (aims Volume) – volume to be cropped
• threshold (volume value, optional) – Minimum value over which a slice cannot be cropped (is supposed to contain real data). The default is 0: only value <= 0 is croppable
• border (int, optional) – border around the cropped volume: the cropped volume is enlarged by twice this value in each direction, within the limits of the original volume (the bounding box always fits in the original volume). Values in the border are taken from the original volume, the border is not artificially filled with a constant value. The default is 0: no border

soma.aims.texturetools module

soma.aims.texturetools.average_texture(output, inputs)

Create average gyri texture from a group of subject.

soma.aims.texturetools.change_wrong_labels(cc_label, label, gyri_tex, mesh_neighbors_vector, cc_tex_label)

After a study of its neighbors, wrong label is replaced by the correct number.

Parameters:

• cc_label (label of connected component in cc_tex_label) –
• label (label of associated vertices in gyri texture) –
• (aims time texture S16) (gyri_tex) –
• mesh_neighbors_vector (aims.SurfaceManip.surfaceNeighbours(mesh)) –
• cc_tex_label (texture representing connected components of label) –

Returns:

• gyri_tex (aims time texture S16) (new gyri_tex texture,) – without isolated vertex.
• winner_label (the correct number.)

soma.aims.texturetools.clean_gyri_texture(mesh, gyri_tex)

Cleaning a gyri texture by using connected components.

Parameters:

• (aims time surface) (mesh) – white mesh associated to gyri_tex
• (aims time texture S16) (gyri_tex) – gyri texture as full FreeSurfer parcellation.

Returns:

new gyri texture, without isolated vertex.

Return type:

gyri_tex (aims time texture S16)

soma.aims.texturetools.connectedComponents(mesh, tex, areas_mode=0)

Parameters:

• mesh –
• tex (aimsTimeTexture_S16) – (one time step) labeled between 1 and LabelsNb, background = 0, ignored_vertex = -1.
• areas_mode – if = 1: computing area measures of the connected components, if = 0: no measure (by default).

Returns:

• step_cc (connectedComponentTex: aimsTimeTexture_S16) – time step = LabelsNb, for each time step (label in the tex), texture of the connected components corresponding to this label (background = -1, and connected components = values between 1 and nb_cc).
• areas_measure (python dictionary) – areas_measures[label] = [16.5, 6.0] (numpy array) if label (in tex) has two connected Components 1 and 2 with area = 16.5 and 6.0 respectively, areas are in square mm

soma.aims.texturetools.extractLabelsFromTexture(tex, labels_list, new_label)

inputs:

tex: labeled texture ( from FreeSurfer or an other ) labels_list, new_label: you can overwrite numbers ( labels_list ) with your own number ( new_label )

output:

otex: labeled texture with merged regions only

soma.aims.texturetools.find_wrong_labels(mesh, gyriTex)

Parameters:

• mesh –
• gyriTex (gyri texture) –

Returns:

wrong_labels – [cctex: connectedComponentTex: aimsTimeTexture_S16, time step = LabelsNb, for each time step (label in the tex), texture of the connected components corresponding to this label (background = -1, and connected components = values between 1 and ccNb) areas_measures = python dictionary, areas_measures[label] = [16.5, 6.0] (numpy array) if label (in tex) has two connected Components 1 and 2 with area = 16.5 and 6.0 respectively, areas are in square mm]

Return type:

list of wrong labels

soma.aims.texturetools.mergeLabelsFromTexture(tex, labels_list, new_label)

inputs:

tex: labeled texture ( from FreeSurfer or an other ) labels_list, new_label: you can overwrite numbers ( labels_list ) with your own number ( new_label )

ouput:

otex: labeled texture with merged regions

soma.aims.texturetools.meshDiceIndex(mesh, texture1, texture2, timestep1=0, timestep2=0, labels_table1=None, labels_table2=None)

DICE index calculation between two sets of regions defined by label textures on a common mesh. texture1, texture2: aims.TimeTexture instances, should be int (labels). timestep1, timestep2: timestep to use in texture1 and texture2. labels_table1, labels_table2: optional labels translation tables (dicts or arrays) to translate values of texture1 and/or texture2.

return

soma.aims.texturetools.mesh_to_polygon_textured_mesh(mesh, poly_tex)

soma.aims.texturetools.nomenclature_to_colormap(hierarchy, labels_list, as_float=True, default_color=[0.3, 0.6, 1.0, 1.0])

Make a colormap from labels and colors of a nomenclature (hierarchy), following a labels_list order.

Parameters:

• hierarchy (Hierarchy object) – nomenclature
• labels_list (list of strings) – labels with order. The returned colormap will follow this ordering.
• as_float (bool (optional, default: True)) – if True, colors will be float values in the [0-1] range. If False, they will be int values in the [0-255] range.
• default_color (list (4 floats) (optional)) – Color used for labels not found in the nomenclature. It is given as floats ([0-1] range).

Returns:

colormap – array of colors (4 float values in [0-1] range)

Return type:

numpy array

soma.aims.texturetools.remove_non_principal_connected_components(mesh, tex, trash_label)

Keep only the largest connected component in each label, for a label texture.

Parameters:

• mesh –
• tex (label texture (S16, int)) –
• trash_label (value to replace non-principal components) –

Returns:

out_tex

Return type:

label texture

soma.aims.texturetools.vertex_texture_to_polygon_texture(mesh, tex, allow_cut=False)

Make a “polygon texture” from a vartex-based label texture. A polygon texture has a value for each polygon.

For a given polygon the value is taken as the majority of values on its vertices. If an absolute majority cannot be obtained, the mesh polygons may be cut to avoid losing precision. This is done if allow_cut is True.

When allow_cut is False, the returned value is the polygon texture. It may work on meshes of any polygon size (triangles, quads, segments…)

When allow_cut is True, the returned value is a tuple:

• polygon texture
• new mesh with possibly split triangles

It only works for meshes of triangles.