Minion is a high-performance derivative-free optimization library designed for solving complex optimization problems where gradients are unavailable or unreliable. It features state-of-the-art evolutionary algorithms, including top-performing methods from IEEE CEC competitions, which are not commonly found in standard optimization libraries such as SciPy, NLopt, OptimLib, pyGMO, and pagmo2.
Minion also serves as a research platform for developing and testing new optimization algorithms. It includes benchmark functions from CEC competitions (2011, 2014, 2017, 2019, 2020, and 2022), providing a robust framework for algorithm evaluation and comparison.
- State-of-the-art optimization algorithms :
- Differential Evolution-based algorithms:
- Basic Differential Evolution (DE)
- JADE
- L-SHADE
- jSO
- j2020
- NL-SHADE-RSP
- LSRTDE
- ARRDE (our novel Adaptive Restart-Refine DE algorithm)
- Other population-based algorithms:
- Artificial Bee Colony (ABC)
- Grey Wolf DE Optimization
- Classical optimization algorithms:
- Nelder-Mead
- Generalized Simulated Annealing (Dual Annealing)
- L-BFGS-B (vectorized & noise-robust)
- L-BFGS (vectorized & noise-robust)
- Differential Evolution-based algorithms:
- Highly parallelized
- Designed for vectorized function evaluations, supporting multithreading and multiprocessing to speed up optimization.
- Optimized C++ backend with Python API
- Enjoy the performance of C++ with the simplicity of Python.
- CEC Benchmark Suite
- Includes benchmark problems from 2011, 2014, 2017, 2019, 2020, and 2022 for rigorous algorithm testing.
The Python wrapper (minionpy) is available on PyPI:
pip install --upgrade minionpy
For compiling the C++ version, please refer to the official Minion documentation.
For full usage instructions, API reference, and examples, visit the official documentation:
If you use Minion or MinionPy in your research or projects, we would be grateful if you could cite the following publication:
Muzakka, K. F., Möller, S., & Finsterbusch, M. (2025).
Minion: A high-performance derivative-free optimization library designed for solving complex optimization problems.
Zenodo. https://doi.org/10.5281/zenodo.14794240