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A Python toolbox for performing Black-Box Optimization.

Project description

XBBO

XBBO is an an effective, modular, reproducible and flexible black-box optimization (BBO) codebase, which aims to provide a common framework and benchmark for the BBO community.

Installation

Python >= 3.7 is required.

For pip

pip install xbbo
# If you want to use the full functionality:
pip install 'xbbo[dev]'

For Development

git clone REPO_URL
cd XBBO
# install requirements
pip install -r ./requirements.txt
# set root path
export PYTHONPATH=$PYTHONPATH:/Path/to/XBBO

Quick Start

note:XBBO default minimize black box function.

Bayesian Optimization example

Script path is ./examples/optimize_api_rosenbrock_bo.py

import numpy as np

from xbbo.search_space.fast_example_problem import build_space_hard, rosenbrock_2d_hard
from xbbo.search_algorithm.bo_optimizer import BO
from xbbo.utils.constants import MAXINT

if __name__ == "__main__":
  MAX_CALL = 30
  rng = np.random.RandomState(42)

  # define black box function
  blackbox_func = rosenbrock_2d_hard
  # define search space
  cs = build_space_hard(rng)
  # define black box optimizer
  hpopt = BO(space=cs,
              objective_function=blackbox_func,
              seed=rng.randint(MAXINT),
              suggest_limit=MAX_CALL,
              initial_design='sobol',
              surrogate='gp',
              acq_opt='rs_ls')

  # ---- Use minimize API ----
  hpopt.optimize()
  best_value, best_config = hpopt.trials.get_best()
  print('Find best value:{}'.format(best_value))
  print('Best Config:{}'.format(best_config))

This example shows how to use this .optimize() api to easily and quickly optimize a black box function.

Script path is ./examples/rosenbrock_bo.py

def build_space(rng):
    cs = ConfigurationSpace(seed=rng.randint(MAXINT))
    x0 = UniformFloatHyperparameter("x0", -5, 10, default_value=-3)
    x1 = UniformFloatHyperparameter("x1", -5, 10, default_value=-4)
    cs.add_hyperparameters([x0, x1])
    return cs

rng = np.random.RandomState(42)
# define black box function
blackbox_func = rosenbrock_2d
# define search space
cs = build_space(rng)
# define black box optimizer
hpopt = BO(config_spaces=cs, seed=rng.randint(MAXINT), suggest_limit=MAX_CALL)
# Example call of the black-box function
def_value = blackbox_func(cs.get_default_configuration())
print("Default Value: %.2f" % def_value)
# ---- Begin BO-loop ----
for i in range(MAX_CALL):
    # suggest
    trial_list = hpopt.suggest()
    # evaluate 
    value = blackbox_func(trial_list[0].config_dict)
    # observe
    trial_list[0].add_observe_value(observe_value=value)
    hpopt.observe(trial_list=trial_list)
  
    print(value)  

This example shows how to use .ask().tell() api to quickly optimize a black box function.

All examples can be found in examples/ folder.

Supported Algorithms

  • Transfer

    • TST-R
    • TAF
    • TAF(RGPE)
    • RMoGP
    • RGPE(mean)
  • Optimizer

    • BORE optimizer
    • Anneal
    • DE
    • CMA
    • NSGA
    • Regularized EA
    • PBT
    • TuRBO
  • multi-fidelity

    • HyperBand
    • BOHB
    • DEHB
    • MFES-BO

Benchmark

Run comparison/xbbo_benchmark.py to benchmark general BBO optimizer.

Method Minimum Best minimum Mean f_calls to min Std f_calls to min Fastest f_calls to min
XBBO(rs) 0.684+/-0.248 0.399 110.4 60.511 17
XBBO(bo-gp) 0.398+/-0.000 0.398 138.5 33.685 90
XBBO(tpe) 0.519+/-0.119 0.398 191.4 12.035 162
XBBO(anneal) 0.404+/-0.005 0.399 164.5 29.032 92
XBBO(cma-es) 0.398+/-0.000 0.398 191.3 8.391 174
XBBO(rea) 0.425+/-0.026 0.399 115.8 47.743 56
XBBO(de) 0.465+/-0.065 0.399 163.5 27.969 99
XBBO(turbo-1) 0.398+/-0.000 0.398 110.3 46.596 46
XBBO(turbo-2) 0.398+/-0.000 0.398 130.7 48.57 68
XBBO(bore) 0.408+/-0.006 0.401 117.4 58.114 38
XBBO(cem) 1.875+/-2.090 0.398 144.8 60.834 36

Compare other bbo library

Here you can comparison with commonly used and well-known Hyperparameter Optimization (HPO) packages:

SMAC3

hyperopt

scikit-optimize

TuRBO

Bayesian Optimization

DEHB、HpBandSter

OpenBox

Hypermapper

Algorithms notes

review

TODO

  • parallel
  • multi-fidelity

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