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Digital topology deals with properties and features of two-dimensional (2D) or three-dimensional (3D) digital imagesthat correspond to topological properties (e.g., connectedness) or topological features (e.g., boundaries) of objects. Concepts and results of digital topology are used to specify and justify important (low-level) image analysis algorithms, including algorithms for thinning, border or surface tracing, counting of components or tunnels, or region-filling.

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  • Digital topology (en)
  • Topologie numérique (fr)
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  • Digital topology deals with properties and features of two-dimensional (2D) or three-dimensional (3D) digital imagesthat correspond to topological properties (e.g., connectedness) or topological features (e.g., boundaries) of objects. Concepts and results of digital topology are used to specify and justify important (low-level) image analysis algorithms, including algorithms for thinning, border or surface tracing, counting of components or tunnels, or region-filling. (en)
  • La topologie numérique est l'étude des propriétés et attributs topologiques (e.g. connectivité, frontières) des images à 2 ou 3 dimensions (dites respectivement 2D et 3D). La topologie numérique est principalement utilisée dans le cadre d'algorithmes bas niveau d'analyse des images telles que les algorithmes de squelettisation, de détection de contours ou de régions, d’ (en) et de tous les algorithmes de morphologie mathématique. (fr)
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  • October 2011 (en)
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  • How does that differ? (en)
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  • Digital topology deals with properties and features of two-dimensional (2D) or three-dimensional (3D) digital imagesthat correspond to topological properties (e.g., connectedness) or topological features (e.g., boundaries) of objects. Concepts and results of digital topology are used to specify and justify important (low-level) image analysis algorithms, including algorithms for thinning, border or surface tracing, counting of components or tunnels, or region-filling. (en)
  • La topologie numérique est l'étude des propriétés et attributs topologiques (e.g. connectivité, frontières) des images à 2 ou 3 dimensions (dites respectivement 2D et 3D). La topologie numérique est principalement utilisée dans le cadre d'algorithmes bas niveau d'analyse des images telles que les algorithmes de squelettisation, de détection de contours ou de régions, d’ (en) et de tous les algorithmes de morphologie mathématique. (fr)
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