Discrete Geometry and Mathematical Morphology
portes grátis
Discrete Geometry and Mathematical Morphology
Third International Joint Conference, DGMM 2024, Florence, Italy, April 15-18, 2024, Proceedings
Rinaldi, Simone; Frosini, Andrea; Brunetti, Sara
Springer International Publishing AG
04/2024
433
Mole
9783031577925
15 a 20 dias
Descrição não disponível.
.- Digital Geometry - Models, Transforms, and Visualization.
.- Bijectivity analysis of finite rotations on Z 2 A hierarchical approach.
.- Recognition of arithmetic line segments and hyperplanes using the Stern-Brocot tree.
.- Bijective Digitized 3D Rotation Based on Beam Shears.-
.- New characterizations of full convexity.- Decomposition of Rational Discrete Planes.
.- Differential Maximum Euclidean Distance Transform Computation in Component Trees???????.
.- Construction of Fast and Accurate 2D Bijective Rigid Transformation???????.
.- Digital Calculus Frameworks and Comparative Evaluation of their Laplace-Beltrami operators???????.
.- Fitting egg-shapes to discretized object boundaries???????.
.- Computational Aspects of Discrete Structures and Tilings.
.- Construction of Tilings with Transitivity Properties on the Square Grid???????.
.- Some geometric and tomographic results on gray-scale images???????.
.- A Khalimsky-like Topology on the Triangular Grid???????.
.- Learning Based Morphology.
.- Group Equivariant Networks Using Morphological Operators.
.- An Algorithm to Train Unrestricted Sequential Discrete Morphological Neural Networks???????.
.- Discovering Repeated Patterns From the Onsets in a Multidimensional Representation of Music???????.
.- The Lattice Overparametrization Paradigm for the Machine Learning of Lattice Operators???????.
.- Convex Optimization for Binary Tree-Based Transport Networks???????.
.- Training morphological neural networks with gradient descent: some theoretical insights.
.- HaarNet: Large-scale Linear-Morphological Hybrid Network for RGB-D Semantic Segmentation???????.
.- Nonlinear representation theory of equivariant CNNs on homogeneous spaces using group morphology???????.
.- Hierarchical and Graph-Based Models, Analysis and Segmentation.
.- Building the Topological Tree of Shapes from the Tree of Shapes.
.- End-to-end Ultrametric Learning for Hierarchical Segmentation???????.
.- Out-of-core Attribute Algorithms for Binary Partition Hierarchies???????.
.- Multi Scale Component Tree: A Hierarchical Representation for Sparse Objects???????.
.- An Approach to Colour Morphological Supremum Formation using the LogSumExp Approximation???????.
.- Image Segmentation by Hierarchical Layered Oriented Image Foresting Transform Subject to Closeness Constraints???????.
.- Discrete and Combinatorial Topology.
.- Elastic Analysis of Augmented Curves and Constrained Surfaces???????.
.- Morse Frames???????.- Morse Sequences.
.- 1Attempt and Equivalent Thinning on the Hexagonal Grid.
.- A survey on 2D Euclidean curve classes in discrete geometry with new results.
.- Mathematical Morphology and Digital Geometry for applications.
.- Counting melanocytes with trainable h-maxima and connected component layers.
.- Mathematical Morphology Applied to Feature Extraction in Music Spectrograms.
.- A Discrete Geometry Method for Atom Depth Computation in Complex Molecular Systems.
.- Bijectivity analysis of finite rotations on Z 2 A hierarchical approach.
.- Recognition of arithmetic line segments and hyperplanes using the Stern-Brocot tree.
.- Bijective Digitized 3D Rotation Based on Beam Shears.-
.- New characterizations of full convexity.- Decomposition of Rational Discrete Planes.
.- Differential Maximum Euclidean Distance Transform Computation in Component Trees???????.
.- Construction of Fast and Accurate 2D Bijective Rigid Transformation???????.
.- Digital Calculus Frameworks and Comparative Evaluation of their Laplace-Beltrami operators???????.
.- Fitting egg-shapes to discretized object boundaries???????.
.- Computational Aspects of Discrete Structures and Tilings.
.- Construction of Tilings with Transitivity Properties on the Square Grid???????.
.- Some geometric and tomographic results on gray-scale images???????.
.- A Khalimsky-like Topology on the Triangular Grid???????.
.- Learning Based Morphology.
.- Group Equivariant Networks Using Morphological Operators.
.- An Algorithm to Train Unrestricted Sequential Discrete Morphological Neural Networks???????.
.- Discovering Repeated Patterns From the Onsets in a Multidimensional Representation of Music???????.
.- The Lattice Overparametrization Paradigm for the Machine Learning of Lattice Operators???????.
.- Convex Optimization for Binary Tree-Based Transport Networks???????.
.- Training morphological neural networks with gradient descent: some theoretical insights.
.- HaarNet: Large-scale Linear-Morphological Hybrid Network for RGB-D Semantic Segmentation???????.
.- Nonlinear representation theory of equivariant CNNs on homogeneous spaces using group morphology???????.
.- Hierarchical and Graph-Based Models, Analysis and Segmentation.
.- Building the Topological Tree of Shapes from the Tree of Shapes.
.- End-to-end Ultrametric Learning for Hierarchical Segmentation???????.
.- Out-of-core Attribute Algorithms for Binary Partition Hierarchies???????.
.- Multi Scale Component Tree: A Hierarchical Representation for Sparse Objects???????.
.- An Approach to Colour Morphological Supremum Formation using the LogSumExp Approximation???????.
.- Image Segmentation by Hierarchical Layered Oriented Image Foresting Transform Subject to Closeness Constraints???????.
.- Discrete and Combinatorial Topology.
.- Elastic Analysis of Augmented Curves and Constrained Surfaces???????.
.- Morse Frames???????.- Morse Sequences.
.- 1Attempt and Equivalent Thinning on the Hexagonal Grid.
.- A survey on 2D Euclidean curve classes in discrete geometry with new results.
.- Mathematical Morphology and Digital Geometry for applications.
.- Counting melanocytes with trainable h-maxima and connected component layers.
.- Mathematical Morphology Applied to Feature Extraction in Music Spectrograms.
.- A Discrete Geometry Method for Atom Depth Computation in Complex Molecular Systems.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
artificial intelligence;computer systems;computer vision;correlation analysis;geometry;graph theory;image analysis;image processing;image quality;image reconstruction;image segmentation;machine learning;mathematical morphology;matrix algebra;object recognition;optimization problems;pattern recognition;signal processing
.- Digital Geometry - Models, Transforms, and Visualization.
.- Bijectivity analysis of finite rotations on Z 2 A hierarchical approach.
.- Recognition of arithmetic line segments and hyperplanes using the Stern-Brocot tree.
.- Bijective Digitized 3D Rotation Based on Beam Shears.-
.- New characterizations of full convexity.- Decomposition of Rational Discrete Planes.
.- Differential Maximum Euclidean Distance Transform Computation in Component Trees???????.
.- Construction of Fast and Accurate 2D Bijective Rigid Transformation???????.
.- Digital Calculus Frameworks and Comparative Evaluation of their Laplace-Beltrami operators???????.
.- Fitting egg-shapes to discretized object boundaries???????.
.- Computational Aspects of Discrete Structures and Tilings.
.- Construction of Tilings with Transitivity Properties on the Square Grid???????.
.- Some geometric and tomographic results on gray-scale images???????.
.- A Khalimsky-like Topology on the Triangular Grid???????.
.- Learning Based Morphology.
.- Group Equivariant Networks Using Morphological Operators.
.- An Algorithm to Train Unrestricted Sequential Discrete Morphological Neural Networks???????.
.- Discovering Repeated Patterns From the Onsets in a Multidimensional Representation of Music???????.
.- The Lattice Overparametrization Paradigm for the Machine Learning of Lattice Operators???????.
.- Convex Optimization for Binary Tree-Based Transport Networks???????.
.- Training morphological neural networks with gradient descent: some theoretical insights.
.- HaarNet: Large-scale Linear-Morphological Hybrid Network for RGB-D Semantic Segmentation???????.
.- Nonlinear representation theory of equivariant CNNs on homogeneous spaces using group morphology???????.
.- Hierarchical and Graph-Based Models, Analysis and Segmentation.
.- Building the Topological Tree of Shapes from the Tree of Shapes.
.- End-to-end Ultrametric Learning for Hierarchical Segmentation???????.
.- Out-of-core Attribute Algorithms for Binary Partition Hierarchies???????.
.- Multi Scale Component Tree: A Hierarchical Representation for Sparse Objects???????.
.- An Approach to Colour Morphological Supremum Formation using the LogSumExp Approximation???????.
.- Image Segmentation by Hierarchical Layered Oriented Image Foresting Transform Subject to Closeness Constraints???????.
.- Discrete and Combinatorial Topology.
.- Elastic Analysis of Augmented Curves and Constrained Surfaces???????.
.- Morse Frames???????.- Morse Sequences.
.- 1Attempt and Equivalent Thinning on the Hexagonal Grid.
.- A survey on 2D Euclidean curve classes in discrete geometry with new results.
.- Mathematical Morphology and Digital Geometry for applications.
.- Counting melanocytes with trainable h-maxima and connected component layers.
.- Mathematical Morphology Applied to Feature Extraction in Music Spectrograms.
.- A Discrete Geometry Method for Atom Depth Computation in Complex Molecular Systems.
.- Bijectivity analysis of finite rotations on Z 2 A hierarchical approach.
.- Recognition of arithmetic line segments and hyperplanes using the Stern-Brocot tree.
.- Bijective Digitized 3D Rotation Based on Beam Shears.-
.- New characterizations of full convexity.- Decomposition of Rational Discrete Planes.
.- Differential Maximum Euclidean Distance Transform Computation in Component Trees???????.
.- Construction of Fast and Accurate 2D Bijective Rigid Transformation???????.
.- Digital Calculus Frameworks and Comparative Evaluation of their Laplace-Beltrami operators???????.
.- Fitting egg-shapes to discretized object boundaries???????.
.- Computational Aspects of Discrete Structures and Tilings.
.- Construction of Tilings with Transitivity Properties on the Square Grid???????.
.- Some geometric and tomographic results on gray-scale images???????.
.- A Khalimsky-like Topology on the Triangular Grid???????.
.- Learning Based Morphology.
.- Group Equivariant Networks Using Morphological Operators.
.- An Algorithm to Train Unrestricted Sequential Discrete Morphological Neural Networks???????.
.- Discovering Repeated Patterns From the Onsets in a Multidimensional Representation of Music???????.
.- The Lattice Overparametrization Paradigm for the Machine Learning of Lattice Operators???????.
.- Convex Optimization for Binary Tree-Based Transport Networks???????.
.- Training morphological neural networks with gradient descent: some theoretical insights.
.- HaarNet: Large-scale Linear-Morphological Hybrid Network for RGB-D Semantic Segmentation???????.
.- Nonlinear representation theory of equivariant CNNs on homogeneous spaces using group morphology???????.
.- Hierarchical and Graph-Based Models, Analysis and Segmentation.
.- Building the Topological Tree of Shapes from the Tree of Shapes.
.- End-to-end Ultrametric Learning for Hierarchical Segmentation???????.
.- Out-of-core Attribute Algorithms for Binary Partition Hierarchies???????.
.- Multi Scale Component Tree: A Hierarchical Representation for Sparse Objects???????.
.- An Approach to Colour Morphological Supremum Formation using the LogSumExp Approximation???????.
.- Image Segmentation by Hierarchical Layered Oriented Image Foresting Transform Subject to Closeness Constraints???????.
.- Discrete and Combinatorial Topology.
.- Elastic Analysis of Augmented Curves and Constrained Surfaces???????.
.- Morse Frames???????.- Morse Sequences.
.- 1Attempt and Equivalent Thinning on the Hexagonal Grid.
.- A survey on 2D Euclidean curve classes in discrete geometry with new results.
.- Mathematical Morphology and Digital Geometry for applications.
.- Counting melanocytes with trainable h-maxima and connected component layers.
.- Mathematical Morphology Applied to Feature Extraction in Music Spectrograms.
.- A Discrete Geometry Method for Atom Depth Computation in Complex Molecular Systems.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
artificial intelligence;computer systems;computer vision;correlation analysis;geometry;graph theory;image analysis;image processing;image quality;image reconstruction;image segmentation;machine learning;mathematical morphology;matrix algebra;object recognition;optimization problems;pattern recognition;signal processing
