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AGH University of Krakow
- Kraków, Poland
- https://orcid.org/0000-0001-9667-5579
Stars
A library to project an arbitrary function to an exponential family member distribution with the manifold optimization
Riemannian Interior Point Methods (RIPM) for Constrained Optimization on Manifolds
Manifolds for the natural parameters of members of the exponential family of distributions
Interfaces between StaticArrays.jl and BLAS library.
Evolutionary & genetic algorithms for Julia
Routines to compute the Riemannian logarithm on the Stiefel manifold equipped with a family of metrics
A plugin for Documenter.jl that enables linking between projects
Clone of Hager-Zhang linesearch from LineSearches.jl, adapted to Manopt.jl
Python Library for learning (Structure and Parameter), inference (Probabilistic and Causal), and simulations in Bayesian Networks.
napari: a fast, interactive, multi-dimensional image viewer for python
Proximal operators for nonsmooth optimization in Julia
Robot Motion Estimate: Tools, Variables, and Factors for SLAM in robotics; also see Caesar.jl.
Modeling language for Mathematical Optimization (linear, mixed-integer, conic, semidefinite, nonlinear)
Various implementations of the classical SIR model in Julia
Python package to compute and visualize a ROC analysis
Unscented Kalman Filtering on (Parallelizable) Manifolds (UKF-M)
Kalman Filter book using Jupyter Notebook. Focuses on building intuition and experience, not formal proofs. Includes Kalman filters,extended Kalman filters, unscented Kalman filters, particle filte…
🏔️⛷️ ManoptExamples.jl – A collection of research and tutorial example problems for Manopt.jl
Mathematical Optimization in Julia. Local, global, gradient-based and derivative-free. Linear, Quadratic, Convex, Mixed-Integer, and Nonlinear Optimization in one simple, fast, and differentiable i…
A Julia implementation of quaternions
A conditional generative models for phase spaces of Monte Carlo simulators of medical accelerators
Approximate the product between infinite functional objects on a manifold -- i.e. belief products