Federico Iuricich

Latest

• Computing Discrete Morse complexes from Simplicial Complexes
• Efficient Homology-Preserving Simplification of High-Dimensional Simplicial Shapes
• Efficient Representation and Analysis of Triangulated Terrains
• Hierarchical Forman Triangulation: A multiscale model for scalar field analysis
• A Discrete Morse-based Approach to Multivariate Data Analysis
• A Survey of Topology-based Methods in Visualization
• Analysis of Geolocalized Social Networks Based on Simplicial Complexes
• Analysis of geolocalized social networks based on simplicial complexes
• Homological Shape Analysis Through Discrete Morse Theory
• Morse complexes for shape segmentation and homological analysis: discrete models and algorithms
• Supertetras: A Superpixel Analog for Tetrahedral Mesh Oversegmentation
• Topologically-consistent simplification of discrete Morse complex
• A Combined Geometrical and Topological Simplification Hierarchy for Terrain Analysis
• Efficient Computation of Simplicial Homology through Acyclic Matching
• Morphological Modeling of Terrains and Volume Data
• Topological modifications and hierarchical representation of cell complexes in arbitrary dimensions
• Discrete Morse versus Watershed Decompositions of Tessellated Manifolds
• Discrete Morse versus watershed decompositions of tessellated manifolds
• Generalized extrinsic distortion and applications
• Modeling Three-Dimensional Morse and Morse-Smale Complexes
• Morphologically-aware elimination of flat edges from a TIN
• Multi-resolution Cell Complexes Based on Homology-Preserving Euler Operators
• Simplification Operators on a Dimension-Independent Graph-Based Representation of Morse Complexes
• A Spatial Approach to Morphological Feature Extraction from Irregularly Sampled Scalar Fields
• Dimension-independent multi-resolution Morse complexes
• Discrete Distortion for 3D Data Analysis
• Simplifying morphological representations of 2D and 3D scalar fields
• Building Morphological Representations for 2D and 3D Scalar Fields