Publications & Preprints

Walk-on-Interfaces: A Monte Carlo Estimator for an Elliptic Interface Problem with Nonhomogeneous Flux Jump Conditions and a Neumann Boundary Condition
X. Ding & A. R. Stinchcombe
[preprint]

Differentiable Curl-Noise: Boundary-Respecting Procedural Incompressible Flows Without Discontinuities
X. Ding & C. Batty. Proceedings of the ACM on Computer Graphics and Interactive Techniques (Symposium on Interactive 3D Graphics and Games), 2023.
Description: A modification of the “Curl-Noise” method for procedural fluid flow in two dimensions that eliminates discontinuities and kinks in the flow around obstacles.
[Paper(PDF)] [Supplementary] [Animation] [Talks] [Codes]