ProximalAlgorithms.jl
A Julia package for non-smooth optimization algorithms. Link to GitHub repository.
This package provides algorithms for the minimization of objective functions that include non-smooth terms, such as constraints or non-differentiable penalties. Implemented algorithms include:
- (Fast) Proximal gradient methods
- Douglas-Rachford splitting
- Three-term splitting
- Primal-dual splitting algorithms
- Newton-type methods
Check out this section for an overview of the available algorithms.
This package works well in combination with ProximalOperators (>= 0.15), which contains a wide range of functions that can be used to express cost terms.
ProximalOperators needs to be >=0.15 in order to work with ProximalAlgorithms >=0.5. Make sure to update ProximalOperators, in case you have been using versions <0.15.
Installation
Install the latest stable release with
julia> ]
pkg> add ProximalAlgorithms
To install the development version instead (master
branch), do
julia> ]
pkg> add ProximalAlgorithms#master
Citing
If you use any of the algorithms from ProximalAlgorithms in your research, you are kindly asked to cite the relevant bibliography. Please check this section of the manual for algorithm-specific references.
Contributing
Contributions are welcome in the form of issue notifications or pull requests. When contributing new algorithms, we highly recommend looking at already implemented ones to get inspiration on how to structure the code.