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Efficient Computation of Greyscale Path Openings

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Published/Copyright: May 5, 2016
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Mathematical Morphology - Theory and Applications
From the journal Mathematical Morphology - Theory and Applications Volume 1 Issue 1

Received: 2015-6-30
Accepted: 2016-2-9
Published Online: 2016-5-5

© 2016 Herman Schubert et al.

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https://doi.org/10.1515/mathm-2016-0010
Keywords for this article
path openings; algebraic morphological operators; attributes; stack opening; time complexity
Creative Commons
BY-NC-ND 3.0

Articles in the same Issue

  1. Effcient and Effective Automated Digital Hair Removal from Dermoscopy Images
  2. Generalized Morphology using Sponges
  3. N-ary Mathematical Morphology
  4. Improved Part-Based Segmentation of Voxel Shapes by Skeleton Cut Spaces
  5. Defining and computing Hausdorff distances between distributions on the real line and on the circle: link between optimal transport and morphological dilations
  6. Statistical attribute filtering to detect faint extended astronomical sources
  7. Cluster Based Vector Attribute Filtering
  8. Quantile Filtering of Colour Images via Symmetric Matrices
  9. Tracking sub-atomic particles through the Attribute Space
  10. Efficient Computation of Greyscale Path Openings
  11. Local 2D Pattern Spectra as Connected Region Descriptors
  12. Morphological probabilistic hierarchies for texture segmentation
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