karrywong
Visiting Researcher at Meta Reality Labs | ex-LLNL Postdoc | Geometry Enthusiast
Burlingame, California
Pinned Repositories
2dLaplaceSolver
Fortran implementation of a 2D Laplace equation solver
AIRToolsII
The AIR Tools II toolbox for MATLAB accompanies the publication "AIR Tools II: algebraic iterative reconstruction methods, improved implementation", Hansen, P. C. & Jørgensen, J. S. Numer Algor (2017).
Conformalized-Mean-Curvature-Flow
My implementation of the conformalized mean curvature flow in C++ using OpenMesh.
karrywong.github.io
Github Pages template for academic personal websites, forked from mmistakes/minimal-mistakes
leetcode
My solutions for LeetCode problems
macc
Robust neural network surrogate for inertial confinement fusion
Minimal_Surfaces_Visualization_Code
MATLAB code to accompany the technical report "Simple 3-D visualization of some common mathematical minimal surfaces using MATLAB". This code describes a simple way to create detailed and correct 3-D plots of some common minimal surfaces, including gyroid, lidinoid, Schwarz P, Schwarz D, Scherk tower, helicoid, catenoid, and Mobius strip. This code can be used, remixed, and modified as long as proper attribution is given to the authors of the technical report accompanying this code.
karrywong's Repositories
karrywong/Conformalized-Mean-Curvature-Flow
My implementation of the conformalized mean curvature flow in C++ using OpenMesh.
karrywong/2dLaplaceSolver
Fortran implementation of a 2D Laplace equation solver
karrywong/AIRToolsII
The AIR Tools II toolbox for MATLAB accompanies the publication "AIR Tools II: algebraic iterative reconstruction methods, improved implementation", Hansen, P. C. & Jørgensen, J. S. Numer Algor (2017).
karrywong/karrywong.github.io
Github Pages template for academic personal websites, forked from mmistakes/minimal-mistakes
karrywong/leetcode
My solutions for LeetCode problems
karrywong/macc
Robust neural network surrogate for inertial confinement fusion
karrywong/Minimal_Surfaces_Visualization_Code
MATLAB code to accompany the technical report "Simple 3-D visualization of some common mathematical minimal surfaces using MATLAB". This code describes a simple way to create detailed and correct 3-D plots of some common minimal surfaces, including gyroid, lidinoid, Schwarz P, Schwarz D, Scherk tower, helicoid, catenoid, and Mobius strip. This code can be used, remixed, and modified as long as proper attribution is given to the authors of the technical report accompanying this code.