Triangle meshes are used in many important shape-related applications including geometric
modeling, animation production, system simulation, and visualization. However, these …

A conformal flattening maps a curved surface to the plane without distorting angles—such
maps have become a fundamental building block for problems in geometry processing …

We propose an efficient method to construct sparse cone singularities under distortion-
bounded constraints for conformal parameterizations. Central to our algorithm is using the …

We propose a novel method to compute high-quality piecewise developable approximations
for triangular meshes. Central to our approach is an evolutionary genetic algorithm for …

A novel method is introduced for constructing two-dimensional (2D) surface meshes
embedded in three-dimensional (3D) space time and 3D hypersurface meshes embedded …

We propose a novel method to generate sparse cone singularities with bounded distortion
constraints for conformal parameterizations. It is formulated as minimizing the ℓ 0-norm of …

With the development of biomolecular modeling and simulation, especially implicit solvent
modeling, higher requirements are set for the stability, efficiency and mesh quality of …

This paper introduces a new unified particle-based formulation for resamplings with specific
patterns from original point clouds. Given the input point clouds, the proposed L p-Gaussian …

This paper introduces a new learning-based method, NASM, for anisotropic surface
meshing. Our key idea is to propose a graph neural network to embed an input mesh into a …

We propose a novel method to generate high-quality triangular meshes with specified
anisotropy. Central to our algorithm is to present metric-adapted embeddings for converting …