REMBO
by Community
Bayesian optimization in high-dimensions via random embedding.
OSS
REMBO
Added 1 June 2026
Overview
REMBO implements Bayesian optimization for high-dimensional problems by using random embeddings to reduce the effective search space. It maps the original high-dimensional space into a lower-dimensional subspace where standard Bayesian optimization is performed.
Best for
Best for
Researchers and engineers working in Matlab who need to optimize high-dimensional black-box functions with limited evaluations.
Use cases
- Optimizing hyperparameters for machine learning models with many parameters
- Tuning complex simulation or engineering design parameters
- Performing black-box optimization when function evaluations are expensive
Notes
REMBO implements Bayesian optimization for high-dimensional problems by using random embeddings to reduce the effective search space. It maps the original high-dimensional space into a lower-dimensional subspace where standard Bayesian optimization is performed.
116 stars on GitHub. Last updated 2013-08-04.
Use cases
- Optimizing hyperparameters for machine learning models with many parameters
- Tuning complex simulation or engineering design parameters
- Performing black-box optimization when function evaluations are expensive
Pros
- Handles high-dimensional optimization where standard Bayesian optimization fails
- Backed by theoretical guarantees on the embedding approach
- Lightweight and focused implementation in Matlab
Cons
- Limited to Matlab, reducing accessibility for Python-heavy workflows
- Small community with 116 stars and minimal recent updates
- May require tuning of embedding dimension for best results
Indexed from awesome-llmops and enriched against its public facts.
Pros
- Handles high-dimensional optimization where standard Bayesian optimization fails
- Backed by theoretical guarantees on the embedding approach
- Lightweight and focused implementation in Matlab
Cons
- Limited to Matlab, reducing accessibility for Python-heavy workflows
- Small community with 116 stars and minimal recent updates
- May require tuning of embedding dimension for best results
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