Finite differences, von Neumann stability and Lie vs Strang operator splitting, verified on Fisher-KPP; Gray-Scott patterns
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Updated
Oct 13, 2026 - Python
Finite differences, von Neumann stability and Lie vs Strang operator splitting, verified on Fisher-KPP; Gray-Scott patterns
PyTorch implementation of a two-block cascaded equilibrium iteration with convergence diagnostics and selected VRI results.
A Matlab implementation of the osmosis filtering for shadow removal and seamless cloning
End-to-End Python implementation of Devanathan et al.'s (2026) ADMM-based distributed optimization for institutional market impact mitigation. Features 3/2-power transaction cost modeling, proximal operator calculus, VAR(1) alpha generation, and 25-year walk-forward validation, via backtesting, across 434 assets.
Solving the linear programming-based neural network verification problem through Alternating Direction Method of Multipliers (ADMM).
Tools to integrate Langevin equations for directed-percolation and absorbing phase transition models
Operator splitting can be used to design easy-to-train models for predict-and-optimize tasks, which scale effortlessly to problems with thousands of variables.
This is the class in matlab for convex optimization algorithms
Douglas-Rachford Splitting for Optimal Transport
R interface for OSQP
Visco-elasto-plasticity and fracture simulator with the material point method (MPM) -- the reference implementation of SIGGRAPH 2019 technical paper Silly Rubber and CD-MPM.
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