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ISMM 2017 : 13th International Symposium on Mathematical MorphologyConference Series : International Symposium on Mathematical Morphology and Its Application to Signal and Image Processing | |||||||||||
Link: http://cmm.ensmp.fr/ismm2017/ | |||||||||||
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Call For Papers | |||||||||||
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ISMM 2017 – 13th International Symposium on Mathematical Morphology Fontainebleau, France May 15-17, 2017 http://cmm.ensmp.fr/ismm2017/ --------------------------------------------------------------------------------- Paper submission is open ! --------------------------------------------------------------------------------- The International Symposium on Mathematical Morphology (ISMM) has established itself as the main scientific event in the field. We will be delighted to celebrate the 50th anniversary of the foundation of Center for Mathematical Morphology (CMM) and connect it with the second and third generations of worldwide mathematical morphology researchers by hosting the 13th International Symposium on Mathematical Morphology (ISMM’2017) at the CMM, in the campus of MINES ParisTech, in Fontainebleau. The goal of the conference is to bring together researchers, students, and practitioners of mathematical morphology and related methodologies, to present and discuss new advances in the field, be they purely theoretical developments or novel applications, where real life imaging problems can be tackled with morphological tools. Proceedings and submission --------------------------------- Proceedings will be published in Springer's Lecture Notes in Computer Science series. Instructions for submission are available in the conference website http://cmm.ensmp.fr/ismm2017/submission.html Main topics of interest include (but are not limited to) ---------------------------------------------------------- • Algebraic Theory: Morphology on complete lattices and semilattices, Representation of morphological operators, Fuzzy morphology, Connected operators, Morphology on graphs, Morphology on Surface Meshes and Riemannian manifolds. • Nonlinear Scale Space Theory: Morphological decompositions, Morphological PDEs, Level set methods, Morphological wavelets, Morphological regularization. • Discrete Geometry and Combinatorial Topology: Grids, discrete objects, discrete model properties, digitization schemes, metrics and distance transformation, skeletons, discrete tomography, etc. • Random sets Theory and Geometrical Probability: Boolean model for sets and functions, Stochastic simulation of random media, etc. • (max,+) Mathematics and Idempotent Analysis for Image and Signal Processing. • Image Filtering: Color and multi-channel morphology, Morphology on tensor fields, Geodesic transformations, Adaptive morphology, Attribute filtering. • Image Segmentation: Watershed segmentation, Hierarchical segmentation, Color and multi-channel image segmentation, Texture segmentation, Clustering of spatial data • Computational Mathematical Morphology: Algorithms, Architectures, Data structures and programming paradigms for efficient implementation of morphological operators. • Applications: Geosciences and remote sensing, Biomedical imaging, Materials science, Data analysis, Document processing, Content-based information retrieval, Video surveillance, Industrial control, Visualization, etc. Important dates ----------------- • Submission deadline: December 16th 2016 • Notification of acceptance: February 15th 2017 • Camera ready paper: March 1st 2017 • Conference: May 15th-17th 2017 Organizing Committee ------------------------- • General Chair, program chair: Jesús Angulo • Program Co-Chairs: Fernand Meyer and Santiago Velasco-Forero • Local Organisation Chair: Michel Bilodeau • Local Organisation Co-Chair: Beatriz Marcotegui • Local Organisation Assistant: Anne-Marie de Castro • DGCI Liaison & Advisory: Gunila Borgefors, Uppsala University Post-conference Special Issue ---------------------------------- After the conference, authors will be invited to submit extended and improved versions of their papers to a Special Issue of the Open Access Journal “Mathematical Morphology: Theory and Applications” (MMTA). |
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