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Clément Bonet

@clement-bonet.bsky.social
153 followers 162 following 9 posts

Assistant Professor at École Polytechnique interested in Optimal Transport. More information at: clbonet.github.io

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Reposted by Clément Bonet
NeurIPS Europe @neuripseurope.bsky.social · 18/08/2026
We are happy to announce that 28 workshops have been accepted for the Paris event, as part of the 102 accepted NeurIPS workshops: blog.neurips.cc/2026/08/10/a... They will take place on Sat Dec 12 + Sun Dec 13, 2026 (for Paris) The suggested deadline for Workshop submissions is close (Aug 29th)!
blog.neurips.cc
Announcing the NeurIPS 2026 Workshops – NeurIPS Blog
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aboisbunon.bsky.social @aboisbunon.bsky.social · 04/08/2026
I'm happy to announce the #NeurIPS2026 workshop TS-LIMITS (Generalization for Time Series in Tight Settings: Latency, Inference, Memory, prIvacy and susTainability), which will be hosted in Paris, France 🇫🇷, Dec 12–13 2026! 🔗 Check out details and call for papers: ts-limits.github.io
TS-LIMITS workshop at NeurIPS 2026
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Clément Bonet @clement-bonet.bsky.social · 21/07/2026
Excited to announce that our workshop "Bridging Optimal Transport, Learning and Structured Data: Toward Geometric Distributional Learning" has been accepted at #NeurIPS2026 in Paris. ⏰Deadline: Aug 29, AoE 🔗Website with more informations: gddl-neurips-2026.github.io
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Christian Wolf @chriswolfvision.bsky.social · 07/07/2026
Excellent Keynote by @akorba.bsky.social at Cap-Rfiap in Montpellier, France, on machine learning and distances between distributions.
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Rémi Flamary @rflamary.bsky.social · 07/07/2026
We just released POT 0.9.7 with many new OT solvers including lazy and sparse exact solvers, HD Gaussians, sliced OT plans, Spectral-Grassmann OT, batch exact OT with Proximal point, BSP-OT, unbalanced 1D and semidiscrete. This is a big one! Thanks to all contributors! github.com/PythonOT/POT...
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Mathurin Massias @mathurinmassias.bsky.social · 07/07/2026
Slides for our ICML tutorial on Memorization and Generalization of Diffusion and Flow Matching Models are now available ! 🌀 memorization-generalization.github.io @quentinbertrand.bsky.social
memorization-generalization.github.io
ICML 2026 Tutorial - Generalization and Memorization in Flow Matching and Diffusion
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lebellig @lebellig.bsky.social · 03/07/2026
Heading to #ICML2026 🇰🇷 and interested in diffusion models, flow matching, and their generalization capabilities? Don't miss the excellent tutorial by @mathurinmassias.bsky.social and @quentinbertrand.bsky.social on Monday! 📍 Hall D1 🗓️ Monday, July 6 🕘 9:00–11:30 AM Details: icml.cc/virtual/2026...
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ELLIS @ellis.eu · 12/05/2026
🎓 Doing a PhD in AI but unsure how to navigate your future career options? Join #ELIAS for Diverse Career Trajectories within Sustainable AI and AI for Sustainability. Speaker: Laetitia Chapel (IRISA 🇫🇷) 📍 Virtual Webinar 📅 20 May 🕒 15:00 - 16:30 CET 🔗 Register now at bit.ly/3P9CIuh
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CNRS Mathématiques @cnrs-insmi.bsky.social · 12/05/2026
Anna Korba reçoit la médaille de bronze du @cnrs.fr pour ses travaux à l’interface entre mathématiques, statistiques et intelligence artificielle 🥉 Découvrez son portrait 👉 www.insmi.cnrs.fr/fr/cnrsinfo/... #TalentsCNRS
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Clément Bonet @clement-bonet.bsky.social · 02/05/2026
Our work "Busemann Functions in the Wasserstein Space" was accepted at #AISTATS2026 This is a joint work with Elsa Cazelles, Lucas Drumetz and @ncourty.bsky.social. I will be presenting it tomorrow at the poster 96, see you there! Link: openreview.net/forum?id=Xpt...
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Rémi Flamary @rflamary.bsky.social · 24/04/2026
Thibaut Germain and Karim Lounici will present today at ICLR Poster Session 3 Pavilion 3 our paper introducing the Spectral-Grassmann OT that is a proper distance between linear operators dynamical systems (Koopman) seen as distributions. It can notably be used to compute barycenters of systems.
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Rémi Flamary @rflamary.bsky.social · 06/02/2026
We are recruiting four positions connected to Machine Learning, Statistical Learning, and AI for Science in the Applied Mathematics department at École polytechnique. Join our vibrant community at IP Paris and Hi! Paris IA center. List below🧵 tinyurl.com/3jpw9t26
tinyurl.com
Calliopé
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Rémi Flamary @rflamary.bsky.social · 21/01/2026
Open position: Monge Assistant Professor (Tenure track) on graph learning and/or LLMs, in the applied math dpt. at École polytechnique. Reduced teaching load, many funding opportunities, good students and academic freedom. Contact me if interested. Deadline March 23rd tinyurl.com/MongeAssista...
tinyurl.com
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CNRS Sciences informatiques @cnrsinformatics.bsky.social · 08/10/2025
#Distinction 🏆| Charlotte Pelletier, lauréate d'une chaire #IUF, développe des méthodes d’intelligence artificielle appliquées aux séries temporelles d’images satellitaires. ➡️ www.ins2i.cnrs.fr/fr/cnrsinfo/... 🤝 @irisa-lab.bsky.social @cnrs-bretagneloire.bsky.social
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Anna Korba @akorba.bsky.social · 08/09/2025
I'm thrilled to announce that my #ERCStG project **Optinfinite : Efficient infinite-dimensional optimization over measures** has been accepted. Thank you @erc.europa.eu ! Many thanks also to @crestumr.bsky.social @ipparis.bsky.social for they support, as well as to my collaborators and friends.
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Clément Bonet @clement-bonet.bsky.social · 11/07/2025
🎉 Happy to share that our work "Flowing Datasets with Wasserstein over Wasserstein Gradient Flows" was accepted at #ICML2025 as an oral! This is a joint work with the amazing Christophe Vauthier and @akorba.bsky.social ! Link: openreview.net/forum?id=I1O...
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Kempner Institute at Harvard University @kempnerinstitute.bsky.social · 02/05/2025
If you're at #AISTATS2025, check out the presentation by Jonathan Geuter, in collaboration with Clément Bonet, @akorba.bsky.social and @dmelis.bsky.social. 'DDEQs: Distributional Deep Equilibrium Models through Wasserstein Gradient Flows' openreview.net/forum?id=rFf... #AI #statistics #ML
openreview.net
DDEQs: Distributional Deep Equilibrium Models through Wasserstein...
Deep Equilibrium Models (DEQs) are a class of implicit neural networks that solve for a fixed point of a neural network in their forward pass. Traditionally, DEQs take sequences as inputs, but have...
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Romain Tavenard @rtavenar.bsky.social · 04/02/2025
⚔️ One for all and all for one ⚔️ Efficient computation of PArtial Wasserstein distances on the Line (PAWL) is accepted to @iclr-conf.bsky.social Joint work with Laetitia Chapel: we introduce an 𝑂(𝑛 𝑙𝑜𝑔 𝑛) solver for partial Optimal Transport (OT) in 1D openreview.net/forum?id=kzE... 🧵 1/2
Solutions to the PAWL problem in 1D for different amounts of mass to be transported
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TMLR Published Papers @tmlr-pub.bsky.social · 19/01/2025
Slicing Unbalanced Optimal Transport Clément Bonet, Kimia Nadjahi, Thibault Sejourne, Kilian FATRAS, Nicolas Courty Action editor: Benjamin Guedj openreview.net/forum?id=AjJTg5M0r8 #transport #outliers #optimal
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Arnaud Doucet @arnauddoucet.bsky.social · 15/12/2024
The slides of my NeurIPS lecture "From Diffusion Models to Schrödinger Bridges - Generative Modeling meets Optimal Transport" can be found here drive.google.com/file/d/1eLa3...
drive.google.com
BreimanLectureNeurIPS2024_Doucet.pdf
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Rémi Flamary @rflamary.bsky.social · 13/12/2024
Today something crazy happened. POT has reached 1000 citations (total) 🤩🚀. Very proud to be part of a scientific community that acknowledges open source research software. Please continue to use, cite and contribute to POT ! Small🧵below for those interested pythonot.github.io
Google scholar extract with 1000 citation for POT Python Optima; Transport
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NeurIPS Conference @neuripsconf.bsky.social · 12/12/2024
Live! Keynote talk by Arnaud Doucet From Diffusion Models to Schrödinger Bridges West Exhibition Hall C, B3 buff.ly/4ga9GD7
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Clément Bonet @clement-bonet.bsky.social · 03/12/2024
Glad to announce that our work "Mirror and Preconditioned Gradient Descent in Wasserstein Space" was accepted at #NeurIPS2024 as a spotlight! This is a joint work with the amazing T. Uscidda, A. David, P.C. Aubin-Frankowski and A. Korba! Link: arxiv.org/abs/2406.08938
arxiv.org
Mirror and Preconditioned Gradient Descent in Wasserstein Space
As the problem of minimizing functionals on the Wasserstein space encompasses many applications in machine learning, different optimization algorithms on $\mathbb{R}^d$ have received their counterpart...
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