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20232026
most citedA Closest Point Method for PDEs on Manifolds with Interior Boundary Conditions for Geometry Processing

6 citations · 8 across the 7 of their papers we have counts for

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cs.GR2026

Dual Contouring of Signed Distance Data

Xiana Carrera, Ningna Wang, Christopher Batty +2

We propose an algorithm to reconstruct explicit polygonal meshes from discretely sampled Signed Distance Function (SDF) data, which is especially effective at recovering sharp feat…

cs.GR2026

SpUDD: Superpower Contouring of Unsigned Distance Data

Ningna Wang, Xiana Carrera, Christopher Batty +2

Unsigned distance functions offer a powerful and flexible implicit surface representation that, unlike their signed counterparts, allow for surfaces that are open, non-orientable,…

cs.GR2026

Greed for the Spheres: A Signed Distance Interpolation Method

Letao Chen, Sanju Mupparaju, Christopher Batty +2

We propose a method to interpolate Signed Distance Function (SDF) data from a discrete set of samples. Unlike prior work, our approach ensures that the new SDF data values are full…

cs.GR2024

Optimizing Parameters for Static Equilibrium of Discrete Elastic Rods with Active-Set Cholesky

Tetsuya Takahashi, Christopher Batty

We propose a parameter optimization method for achieving static equilibrium of discrete elastic rods. Our method simultaneously optimizes material stiffness and rest shape paramete…

cs.GR2024

Rest Shape Optimization for Sag-Free Discrete Elastic Rods

Tetsuya Takahashi, Christopher Batty

We propose a new rest shape optimization framework to achieve sag-free simulations of discrete elastic rods. To optimize rest shape parameters, we formulate a minimization problem…

cs.GR2023★ 2 cited

Reach For the Spheres: Tangency-Aware Surface Reconstruction of SDFs

Silvia Sellán, Christopher Batty, Oded Stein

Signed distance fields (SDFs) are a widely used implicit surface representation, with broad applications in computer graphics, computer vision, and applied mathematics. To reconstr…

cs.GR2023★ 6 cited

A Closest Point Method for PDEs on Manifolds with Interior Boundary Conditions for Geometry Processing

Nathan King, Haozhe Su, Mridul Aanjaneya +2

Many geometry processing techniques require the solution of partial differential equations (PDEs) on manifolds embedded in or , such as curves or surfa…