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Ethan Tseng, Shane Colburn, James Whitehead, Luocheng Huang, Seung-Hwan Baek, Arka Majumdar, Felix Heide
This code implements a differentiable proxy model for simulating meta-optics and a neural feature propagation deconvolution method. These components are optimized end-to-end using machine learning optimizers.
The experimental results from the manuscript and the supplemental information are reproducible with this implementation. The proposed differentiable proxy model, neural feature propagation, and end-to-end optimization framework are implemented completely in TensorFlow, without dependency on third-party libraries.
To perform end-to-end training (of meta-optic and deconvolution) execute the 'run_train.sh' script. The model checkpoint which includes saved parameters for both the meta-optic and deconvolution will be saved to 'training/ckpt'. The folder 'training/data' contains a subset of the training and test data that we used for optimizing our end-to-end imaging pipeline.
To perform inference on real-world captures launch the "test.ipynb" notebook in Jupyter Notebook and step through the cells. The notebook will load in a finetuned checkpoint of our neural feature propagation network from 'experimental/ckpt' which will process captured sensor measurements located in 'experimental/data'. The reconstructed images will be displayed within the notebook.
Additional captured sensor measurements can be found in the data repository.
This code has been tested with Python 3.6.10 using TensorFlow 2.2.0 running on Linux with an Nvidia P100 GPU with 16GB RAM.
We installed the following library packages to run this code:
TensorFlow >= 2.2
TensorFlow Probability
TensorFlow Addons
Numpy
Scipy
matplotlib
jupyter-notebook
If you find our work useful in your research, please cite:
@article{Tseng2021NeuralNanoOptics,
author={Tseng, Ethan and Colburn, Shane and Whitehead, James and Huang, Luocheng
and Baek, Seung-Hwan and Majumdar, Arka and Heide, Felix},
title={Neural nano-optics for high-quality thin lens imaging},
journal={Nature Communications},
year={2021},
month={Nov},
day={29},
volume={12},
number={1},
pages={6493}
}
Our code is licensed under BSL-1. By downloading the software, you agree to the terms of this License. The training data in the folder 'training/data' comes from the INRIA Holidays Dataset.