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ListarArtículos (Matemática Aplicada I) por materia "Digital topology"

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      Continuous Well-Composedness Implies Digital Well-Composedness in n-D 

      Boutry, Nicolas; González Díaz, Rocío; Najman, Laurent; Géraud, Thierry (Springer, 2022)
      In this paper, we prove that when a n-D cubical set is continuously well-composed (CWC), that is, when the boundary of its ...
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      On the cohomology of 3D digital images 

      González Díaz, Rocío; Real Jurado, Pedro (2005)
      We propose a method for computing the cohomology ring of three-dimensional (3D) digital binary-valued pictures. We obtain ...
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      P systems and computational algebraic topology 

      Christinal, Hepzibah A.; Díaz Pernil, Daniel; Real Jurado, Pedro (2010)
      Membrane Computing is a paradigm inspired from biological cellular communication. Membrane computing devices are called P ...
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      Region-based segmentation of 2D and 3D images with tissue-like P systems 

      Christinal, Hepzibah A.; Díaz Pernil, Daniel; Real Jurado, Pedro (2011)
      Membrane Computing is a biologically inspired computational model. Its devices are called P systems and they perform ...
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      Strong Euler well-composedness 

      Boutry, Nicolas; González Díaz, Rocío; Jiménez Rodríguez, María José; Paluzo Hidalgo, Eduardo (Springer, 2021)
      In this paper, we define a new flavour of well-composedness, called strong Euler well composedness. In the general setting ...
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      Weakly well-composed cell complexes over nD pictures 

      Boutry, Nicolas; González Díaz, Rocío; Jiménez Rodríguez, María José (Elsevier, 2019)
      In previous work we proposed a combinatorial algorithm to \locally repair" the cubical complex Q(I) that is canonically ...