Computational Topology in Image Context: 7th International Workshop, CTIC 2019, Málaga, Spain, January 24-25, 2019, Proceedings - Tapa blanda

Sinopsis

Discrete analog of the Jacobi set for vector fields.- Computing and reducing slope complexes.- Persistent Homology Computation Using Combinatorial Map Simplification.- Inferring Underlying Manifold of Data by the Use of Persistent Homology Analysis.- Gaps and Well-Composed Objects in the Triangular Grid.- Generating Second Order (Co)homological Information  within AT-Model Context.- Computing the Component-Labeling and the Adjacency Tree of a Binary Digital Image in Near Logarithmic-time.- Towards Emotion Recognition: A Persistent Entropy Application.- Harmonic holes as the submodules of brain network and network dissimilarity.- Persistent 1-Cycles: Definition, Computation, and Its Application.- A persistence-based approach to automatic detection of line segments in images.- On the Nonlinear Statistics of Optical Flow.- Topological Homogeneity for Electron Microscopy Images.- Characterizing epithelial tissues using persistent entropy. 

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