This reference contains all methods currently available in CLIJ, CLIJ2 and CLIJx for working with matrices.. Read more about CLIJs release cycle
Please note: CLIJ is deprecated. Make the transition to CLIJ2.
Method is available in CLIJ (deprecated release)
Method is available in CLIJ2 (stable release)
Method is available in CLIJx (experimental release)
Method is available in clEsperanto (experimental)
Categories: Binary, Filter, Graphs, Labels, Math, Matrices, Measurements, Projections, Transformations, Detection
[A], B,[C],[D], E, F,[G], H, I, J, K, L,[M],[N], O, P, Q, R,[S],[T], U, V,[W], X, Y, Z
Converts a adjacency matrix in a touch matrix.
Determines the average of the n closest points for every point in a distance matrix.
Determines the average of the n far off (most distant) points for every point in a distance matrix.
Takes a touch matrix and a distance matrix to determine the average distance of touching neighbors for every object.
Takes a touch matrix as input and delivers a vector with number of touching neighbors per label as a vector.
Generates a distance map from a binary image.
Generates a mesh from a distance matric and a list of point coordinates.
Takes two labelmaps with n and m labels and generates a (n+1)*(m+1) matrix where all pixels are set to 0 exept those where labels overlap between the label maps.
Computes the distance between all point coordinates given in two point lists.
Takes an image and an intensity range to determine a grey value co-occurrence matrix.
Takes an image and assumes its grey values are integers. It builds up a grey-level co-occurrence matrix of neighboring (west, south-west, south, south-east, in 3D 9 pixels on the next plane) pixel intensities.
Takes an image and assumes its grey values are integers. It builds up a grey-level co-occurrence matrix of neighboring (left, bottom, back) pixel intensities.
Takes two labelmaps with n and m labels_2 and generates a (n+1)*(m+1) matrix where all labels_1 are set to 0 exept those where labels_2 overlap between the label maps.
Takes a label map with n labels and generates a (n+1)*(n+1) matrix where all pixels are set the number of pixels where labels touch (diamond neighborhood).
Takes a labelmap with n labels and generates a (n+1)*(n+1) matrix where all pixels are set to 0 exept those where labels are touching.
Checks if all elements of a matrix are different by less than or equal to a given tolerance.
Takes a touch matrix and a vector of values to determine the maximum value among touching neighbors for every object.
Takes a touch matrix and a vector of values to determine the mean value among touching neighbors for every object.
Takes a touch matrix and a vector of values to determine the median value among touching neighbors for every object.
Takes a touch matrix and a distance matrix to determine the shortest distance of touching neighbors for every object.
Takes a touch matrix and a vector of values to determine the minimum value among touching neighbors for every object.
Determine the n point indices with shortest distance for all points in a distance matrix.
Determine the n point indices with shortest distance for all points in a distance matrix.
Determines neighbors of neigbors from touch matrix and saves the result as a new touch matrix.
Sets all pixel values a of a given image A to a constant value v in case its coordinates x == y.
Sets all pixel values a of a given image A to a constant value v in case its coordinates x > y.
Sets all pixel values a of a given image A to a constant value v in case its coordinates x < y.
Determine the shortest distance from a distance matrix.
Takes a touch matrix and a vector of values to determine the standard deviation value among touching neighbors for every object.
Converts a touch matrix in an adjacency matrix
Takes a pointlist with dimensions nd with n point coordinates in d dimensions and a touch matrix of size nn to draw lines from all points to points if the corresponding pixel in the touch matrix is 1.
Takes a point list image representing n points (n2 for 2D points, n3 for 3D points) and a corresponding touch matrix , sized (n+1)*(n+1), and exports them in VTK format.
32 methods listed.