gpeyre / 2013-SIIMS-ot-splitting
N. Papadakis, G. Peyré, E. Oudet. Optimal Transport with Proximal Splitting. SIAM Journal on Imaging Sciences, 7(1), pp. 212–238, 2014.
☆10Updated 7 years ago
Related projects ⓘ
Alternatives and complementary repositories for 2013-SIIMS-ot-splitting
- Anderson Acceleration☆19Updated 2 years ago
- Optimal Transport for Dummies - Code, slides and article☆32Updated 7 years ago
- A shape optimisation toolbox built on the Firedrake finite element library.☆27Updated last week
- Python wrapper for the sparse QR decomposition in SuiteSparseQR.☆34Updated 3 months ago
- A matlab implementation of forward automatic differentiation with operator overloading and sparse jacobians☆39Updated last year
- Optizelle [op-tuh-zel] is an open source software library designed to solve general purpose nonlinear optimization problems.☆63Updated 4 years ago
- Scalable Gaussian Process Regression with Derivatives☆37Updated 5 years ago
- Differentiable interface to FEniCS for JAX☆50Updated 3 years ago
- Trust Region Subproblem Solver Library☆19Updated 3 months ago
- Fast linear algebra in MATLAB☆63Updated last year
- Data-driven dynamical systems toolbox.☆65Updated 8 months ago
- Analysis of initial value ODE solvers☆78Updated 2 months ago
- L. Chizat, G. Peyré, B. Schmitzer, F-X. Vialard. Scaling Algorithms for Unbalanced Transport Problems. Preprint Arxiv:1607.05816, 2016.☆41Updated 7 years ago
- Optimal transport and generalizations☆58Updated 5 years ago
- Library for computing with multidimensional functions☆46Updated 10 months ago
- [ICML 2022] Learning Efficient and Robust Ordinary Differential \\ Equations via Invertible Neural Networks☆9Updated last year
- Gabriel Peyré. Entropic Approximation of Wasserstein Gradient Flows. SIAM Journal on Imaging Sciences, 8(4), pp. 2323–2351, 2015☆17Updated 7 years ago
- Globally Convergent Type-I Anderson Acceleration for Non-Smooth Fixed-Point Iterations☆20Updated 6 years ago
- Compressive dynamic mode decomposition with control for compressive system identification☆37Updated 6 years ago
- Automatic Differentiation for Solid Mechanics☆54Updated 4 months ago
- Efficient Wasserstein Barycenter in MATLAB (for "Fast Discrete Distribution Clustering Using Wasserstein Barycenter with Sparse Support" …☆25Updated 5 years ago
- APPM 5630 at CU Boulder☆42Updated 9 months ago
- Harvard Applied Math 225: Code Examples☆21Updated 2 years ago
- Practical tools for quantifying how well a sample approximates a target distribution☆27Updated 4 years ago
- Innovative, efficient, and computational-graph-based finite element simulator for inverse modeling☆80Updated 3 years ago
- Nonlinear Preconditioning Project: Convergence Acceleration for Nonlinear Optimization☆17Updated 4 years ago
- Solvers for matrix equations☆24Updated 5 years ago
- Fast orthogonal polynomial transforms☆58Updated last month
- MATLAB codes for multilevel optimal transport☆23Updated 5 years ago
- Python tools for solving data-constrained finite element problems☆12Updated 3 years ago