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A kernel-independent adaptive fast multipole algorithm in two and three dimensions
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Illustrating smooth surfaces
TLDR
An efficient, deterministic algorithm for finding silhouettes based on geometric duality, and an algorithm for segmenting the silhouette curves into smooth parts with constant visibility can be used to find all silhouettes in real time in software.
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Subdivision for modeling and animation
TLDR
A multiresolution representation for meshes based on subdivision is described, which is a natural extension of the existing patch-based surface representations, and a scalable interactive multiresolved editing system is built based on such algorithms.
Interpolating Subdivision for meshes with arbitrary topology
TLDR
An improved Butterfly scheme is derived, which retains the simplicity of the Butterfly scheme, is interpolating, and results in smoother surfaces.
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ABC: A Big CAD Model Dataset for Geometric Deep Learning
TLDR
This work performs a large-scale benchmark for estimation of surface normals, comparing existing data driven methods and evaluating their performance against both the ground truth and traditional normal estimation methods.
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Interactive multiresolution mesh editing
TLDR
A multiresolution representation for meshes based on subdivision is described, which is a natural extension of the existing patch-based surface representations, and a scalable interactive multiresolved editing system is built based on such algorithms.
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Quad‐Mesh Generation and Processing: A Survey
TLDR
The advantages and problems of techniques operating on quadrilateral meshes are discussed, including surface analysis and mesh quality, simplification, adaptive refinement, alignment with features, parametrisation and remeshing.
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Tetrahedral meshing in the wild
TLDR
This work proposes a novel tetrahedral meshing technique that is unconditionally robust, requires no user interaction, and can directly convert a triangle soup into an analysis-ready volumetric mesh, offering a robustness and reliability comparable to, e.g., image processing algorithms.
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Mesh arrangements for solid geometry
TLDR
This work proposes a systematic recipe for conducting a family of exact constructive solid geometry operations, which generalizes unary mesh-repair operations, classic binary boolean differencing, and n-ary operations such as finding all regions inside at least k out of n inputs.
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A boundary integral method for simulating the dynamics of inextensible vesicles suspended in a viscous fluid in 2D
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