My short description for my project.
Project description
PyXAB - Python X-Armed Bandit
PyXAB is a Python open-source library for X-armed bandit, also known as continuous-arm bandit (CAB), Lipschitz bandit, global optimization (GO) and bandit-based blackbox optimization problems.
PyXAB includes implementations of different algorithms for X-armed bandit, such as HOO(Bubeck et al., 2011), HCT(Azar et al., 2014), and the most recent works GPO(Shang et al., 2019) and VHCT(Li et al, 2021). PyXAB also provides the most commonly-used synthetic objectives to evaluate the performance of different algorithms such as Garland and DoubleSine.
Quick Links
Quick Example
First define the blackbox objective, the parameter domain, the partition of the space, and the algorithm, e.g.
target = Garland()
domain = [[0, 1]]
partition = BinaryPartition
algo = T_HOO(rounds=1000, domain=domain, partition=partition)
At every round t
, call algo.pull(t)
to get a point. After receiving the (stochastic) reward for the point, call
algo.receive_reward(t, reward)
to give the algorithm the feedback
point = algo.pull(t)
reward = target.f(point) + np.random.uniform(-0.1, 0.1) # Uniform noise example
algo.receive_reward(t, reward)
Documentations
-
The most up-to-date documentations for PyXAB
-
The roadmap for our project
Features:
Stochastic X-armed bandit algorithms
- Algorithm starred are meta-algorithms (wrappers)
Hierarchical partition
Partition | Description |
---|---|
BinaryPartition | Equal-size binary partition of the parameter space, the split dimension is chosen uniform randomly |
RandomBinaryPartition | The same as BinaryPartition but with a randomly chosen split point |
DimensionBinaryPartition | Equal-size partition of the space with a binary split on each dimension, the number of children of one node is 2^d |
Synthetic objectives
- Some of these objectives can be found here
Objectives | Mathematical Description | Image |
---|---|---|
Garland | ||
DoubleSine | ||
DifficultFunc | ||
Ackley | ||
Himmelblau | ||
Rastrigin |
Contributing
PyXAB is still under active development, and we appreciate all forms of help and contributions, including but not limited to
- Star and watch our project
- Open an issue for any bugs you find or features you want to add to our library
- Fork our project and submit a pull request with your valuable codes
Citations
If you use our package in your research or projects, we kindly ask you to cite our work
@article{li2021optimum,
title={Optimum-statistical Collaboration Towards General and Efficient Black-box Optimization},
author={Li, Wenjie and Wang, Chi-Hua, Qifan Song and Cheng, Guang},
journal={arXiv preprint arXiv:2106.09215},
year={2021}
}
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