gives a binary version of image that includes the foreground pixels of marker and also connected regions whose pixel values are within a distance d.


grows regions in marker by adding pixels whose average intensity is also constrained within an interval {t1,t2}.

Details and Options

  • RegionBinarize implements a variety of region-growing methods to find a binary segmentation of an image.
  • RegionBinarize works with arbitrary 2D and 3D images.
  • The target region marker can be any of the following:
  • markerimagea marker image
    {pos1,pos2,}a list of positions
  • Positions posi are assumed to be in the standard image coordinate system.
  • RegionBinarize[image,marker,d,backgroundmarker] grows regions starting from marker by adding only pixels that are not connected to backgroundmarker.
  • The following options can be specified:
  • MaxIterations1maximum number of iterations to perform
    Method"MeanEuclidean"method used in computing pixel distances
  • With a setting MaxIterations->n, RegionBinarize is applied up to n times, using the previous result as the marker in each iteration.
  • Setting for the Method option specifies how to compute the distance between the values of pixels to be added and the image region to be grown. Pixels are included in the segmentation only if the distance is less than or equal to d. Possible settings are:
  • "MeanEuclidean"Euclidean distance to the mean of the region to be grown
    "Mahalanobis"Mahalanobis distance
  • The "Mahalanobis" distance is a Euclidean distance with a metric that is the inverse of the covariance matrix of pixel values in the region to be grown. If the initial region consists of only one or two pixels, then the covariance matrix is computed from a range-1 neighborhood around those pixels.
  • The possible range for the distance parameter d depends on the distance method as well as the dimension of the color space.


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Basic Examples  (2)

Binary segmentation of a color image:

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Binary segmentation of a 3D image:

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Scope  (4)

Options  (2)

Applications  (3)

Introduced in 2010
Updated in 2012