Matthijs Douze
Matthijs Douze works on computer vision and similarity search, the methods that let software find items that resemble a query. After a PhD in computer vision at the University of Toulouse, he joined INRIA's LEAR team in Grenoble. Faiss, a library for similarity search, was introduced in a 2017 Meta engineering post that he co-wrote. The Hamming Embedding paper he co-wrote received the Koenderink Prize at ECCV 2018. As of October 2026, he is listed under Meta FAIR on a May 2026 paper.
- Now at
- FAIR (Meta)
- Works
- 223
- Citations
- 24,889
- h-index
- 44
Publication numbers from OpenAlex, as of 15 October 2026.
Timeline
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By 2010
Research engineer at INRIA
He earns a PhD in computer vision at the University of Toulouse, joins INRIA's LEAR team in Grenoble as a research engineer, and in 2010 becomes a permanent member of the SED service.
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November 2015
On leave to Facebook AI Research
He goes on leave to Facebook AI Research in mid-November 2015.
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March 2017
Releasing the Faiss library
Hervé Jegou, Matthijs Douze and Jeff Johnson publish a Meta engineering post in March 2017, introducing Faiss, a library for quickly searching multimedia documents that are similar to each other.
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2018
A Koenderink Prize
At ECCV 2018, the Koenderink Prize goes to the Hamming Embedding paper by Hervé Jegou, Matthijs Douze and Cordelia Schmid.
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2024
The Faiss library paper
Among the authors of the 2024 arXiv paper The Faiss library, he is listed first, followed by Alexandr Guzhva, Chengqi Deng and Jeff Johnson.
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As of October 2026
Co-authoring at Meta FAIR
He is listed under Meta FAIR on the May 2026 paper Self-Pruned Key-Value Attention, and he co-authors Sparse Delta Memory in July 2026.
Sources and credits
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- Matthijs Douze
- Faiss: A library for efficient similarity search - Engineering at Meta
- ECVA | European Computer Vision Association
- [2401.08281] The Faiss library
- [2605.14037] Self-Pruned Key-Value Attention: Learning When to Write by Predicting Future Utility
- [2607.07386] Sparse Delta Memory: Scaling the State of Linear RNNs through Sparsity