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Conformal Prediction

rigorous uncertainty quantification for any machine learning task

This repository is the easiest way to start using conformal prediction on real data. Each of the notebooks applies conformal prediction to a real prediction problem with a state-of-the-art machine learning model.

No need to download the model or data in order to run conformal

Raw model outputs for several large-scale real-world datasets and a small amount of sample data from each dataset are downloaded automatically by the notebooks. You can develop and test conformal prediction methods entirely in this sandbox, without ever needing to run the original model or download the original data. Open a notebook to see the expected output. You can use these notebooks to experiment with existing methods or as templates to develop your own.

Example notebooks

Notebooks can be run immediately using the provided Google Colab links

Colab links are in the top cell of each notebook

To run these notebooks locally, you just need to have the correct dependencies installed and press run all cells! The notebooks will automatically download all required data and model outputs. You will need 1.5GB of space on your computer in order for the notebook to store the auto-downloaded data. If you want to see how we generated the precomputed model outputs and data subsamples, see the files in generation-scripts. There is one for each dataset. To create a conda environment with the correct dependencies, run conda env create -f environment.yml. If you still get a dependency error, make sure to activate the conformal environment within the Jupyter notebook.

Citation

This repository is meant to accompany our paper, the Gentle Introduction to Conformal Prediction and Distribution-Free Uncertainty Quantification. See that paper for a detailed explanation of each example and attributions. If you find this repository useful, please cite:

@article{angelopoulos2021gentle,
  title={A gentle introduction to conformal prediction and distribution-free uncertainty quantification},
  author={Angelopoulos, Anastasios N and Bates, Stephen},
  journal={arXiv preprint arXiv:2107.07511},
  year={2021}
}

Videos

If you're interested in learning about conformal prediction in video form, watch our videos below!

A Tutorial on Conformal Prediction

A Tutorial on Conformal Prediction Part 2: Conditional Coverage

A Tutorial on Conformal Prediction Part 3: Beyond Conformal Prediction

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Lightweight, useful implementation of conformal prediction on real data.

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