A toolbox for efficient global optimization
Project description
egobox
Rust toolbox for Efficient Global Optimization algorithms inspired from SMT.
egobox
is twofold:
- for developers: a set of Rust libraries useful to implement bayesian optimization (EGO-like) algorithms,
- for end-users: a Python module, the Python binding of the implemented EGO-like optimizer, named
Egor
and surrogate modelGpx
, mixture of Gaussian processes.
The Rust libraries
egobox
Rust libraries consists of the following sub-packages.
Name | Version | Documentation | Description |
---|---|---|---|
doe | sampling methods; contains LHS, FullFactorial, Random methods | ||
gp | gaussian process regression; contains Kriging and PLS dimension reduction | ||
moe | mixture of experts using GP models | ||
ego | efficient global optimization with basic constraints and mixed integer handling |
Usage
Depending on the sub-packages you want to use, you have to add following declarations to your Cargo.toml
[dependencies]
egobox-doe = { version = "0.7.0" }
egobox-gp = { version = "0.7.0" }
egobox-moe = { version = "0.7.0" }
egobox-ego = { version = "0.7.0" }
Features
serializable-gp
The serializable-gp
feature enables the serialization of GP models using the serde crate.
persistent-moe
The persistent-moe
feature enables save()
and load()
methods for MoE model to/from a json file using the serde crate.
Examples
Examples (in examples/
sub-packages folder) are run as follows:
$ cd doe && cargo run --example samplings --release
$ cd gp && cargo run --example kriging --release
$ cd moe && cargo run --example clustering --release
$ cd ego && cargo run --example ackley --release
BLAS/LAPACK backend (optional)
egobox
relies on linfa project for methods like clustering and dimension reduction, but also try to adopt as far as possible the same coding structures.
As for linfa
, the linear algebra routines used in gp
, moe
ad ego
are provided by the pure-Rust linfa-linalg crate, the default linear algebra provider.
Otherwise, you can choose an external BLAS/LAPACK backend available through the ndarray-linalg crate. In this case, you have to specify the blas
feature and a linfa
BLAS/LAPACK backend feature (more information in linfa features).
Thus, for instance, to use gp
with the Intel MKL BLAS/LAPACK backend, you could specify in your Cargo.toml
the following features:
[dependencies]
egobox-gp = { version = "0.7.0", features = ["blas", "linfa/intel-mkl-static"] }
or you could run the gp
example as follows:
$ cd gp && cargo run --example kriging --release --features blas,linfa/intel-mkl-static
The egobox
Python binding
Thanks to the PyO3 project, which makes Rust well suited for building Python extensions. You can install the Python package using:
$ pip install egobox
See the tutorial notebooks for usage of the optimizer and mixture of Gaussian processes surrogate model.
Citation
If you find this project useful for your research, you may cite it as follows:
@article{
Lafage2022,
author = {Rémi Lafage},
title = {egobox, a Rust toolbox for efficient global optimization},
journal = {Journal of Open Source Software}
year = {2022},
doi = {10.21105/joss.04737},
url = {https://doi.org/10.21105/joss.04737},
publisher = {The Open Journal},
volume = {7},
number = {78},
pages = {4737},
}
Additionally, you may consider adding a star to the repository. This positive feedback improves the visibility of the project.
History
I started this library as a way to learn Rust and see if it can be used to implement algorithms like those in the SMT toolbox[^1]. As the first components (doe, gp) emerged, it appears I could translate Python code almost line by line in Rust (well... after a great deal of borrow-checker fight!) and thanks to Rust ndarray library ecosystem.
This library relies also on the linfa project which aims at being the "scikit-learn-like ML library for Rust". Along the way I could contribute to linfa
by porting gaussian mixture model (linfa-clustering/gmm
) and partial least square family methods (linfa-pls
) confirming the fact that Python algorithms translation in Rust could be pretty straightforward.
While I did not benchmark exactly my Rust code against SMT Python one, from my debugging sessions, I noticed I did not get such a great speed up. Actually, algorithms like doe
and gp
relies extensively on linear algebra and Python famous libraries numpy
/scipy
which are strongly optimized by calling C or Fortran compiled code.
My guess at this point was that interest could come from some Rust algorithms built upon these initial building blocks hence I started to implement mixture of experts algorithm (moe
) and on top surrogate-based optimization EGO algorithm (ego
) which gives its name to the library[^2][^3]. Aside from performance, such library can also take advantage from the others Rust selling points.
[^1]: M. A. Bouhlel and J. T. Hwang and N. Bartoli and R. Lafage and J. Morlier and J. R. R. A. Martins. A Python surrogate modeling framework with derivatives. Advances in Engineering Software, 2019.
[^2]: Bartoli, Nathalie, et al. "Adaptive modeling strategy for constrained global optimization with application to aerodynamic wing design." Aerospace Science and technology 90 (2019): 85-102.
[^3]: Dubreuil, Sylvain, et al. "Towards an efficient global multidisciplinary design optimization algorithm." Structural and Multidisciplinary Optimization 62.4 (2020): 1739-1765.
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