Rémi Emonet reposted
The Mathematical Nexus brings together 800 animated vignettes and 140 accompanying Python notebooks, encompassing most of the mathematical content I have shared on social media. www.gpeyre.com/mathematical...
Rémi Emonet
Rémi Emonet reposted
The Mathematical Nexus brings together 800 animated vignettes and 140 accompanying Python notebooks, encompassing most of the mathematical content I have shared on social media. www.gpeyre.com/mathematical...
Rémi Emonet reposted
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
Rémi Emonet reposted
Replying to @rflamary.bsky.social
thanks to @josephsalmon.sigmoid.social.ap.brid.gy my inkscape mentor + @remiemonet.bsky.social the HTML/slidev/JS GOAT Concatenated slides are now at icml.cc/media/icml-2... + on the project website
Rémi Emonet reposted
We had a blast discussing memorization, generalization, and beyond for diffusion models at our @icml tutorial with @mathurinmassias.bsky.social ! Slides & material: memorization-generalization.github.io
Rémi Emonet reposted
Following the success of the EurIPS and NeurIPS-Mexico City pilots in 2025, we are thrilled to announce two official NeurIPS 2026 satellite events for this year! These will be held in Paris, France and Atlanta, USA, respectively, running alongside the main venue in Sydney, Australia.
Rémi Emonet reposted
Ecole d'été de Peyresq sur les modèles génératifs et le transport optimal : www.gretsi.fr/peyresq2026 (cours en français). Date limite de candidature le 27 février
Rémi Emonet reposted
📣 Call for Blog Posts at #ICLR2026 @iclr_conf Following the success of the past iterations, we are opening the Call for Blog Posts 2026! iclr-blogposts.github.io/2026/about/#... Please retweet!
Rémi Emonet reposted
Now accepted at #NeurIPS2025 :)
📣 New preprint 📣 **Differentiable Generalized Sliced Wasserstein Plans** w/ L. Chapel @rtavenar.bsky.social We propose a Generalized Sliced Wasserstein method that provides an approximated transport plan and which admits a differentiable approximation. arxiv.org/abs/2505.22049 1/5
Rémi Emonet reposted
Our work on the generalization of Flow Matching got an oral at Neurips ! Go see @quentinbertrand.bsky.social present it there :)
New paper on the generalization of Flow Matching www.arxiv.org/abs/2506.03719 🤯 Why does flow matching generalize? Did you know that the flow matching target you're trying to learn *can only generate training points*? w @quentinbertrand.bsky.social @annegnx.bsky.social @remiemonet.bsky.social 👇👇👇
I wrote equations with @typst.app ... after (progressively) dropping latex for most things, I might also start (progressively) dropping the latex syntax for math equations!
Rémi Emonet reposted
One-day workshop on Diffusion models and Flow matching, October 24th at @ensdelyon.bsky.social Registration and call for contributions (short talk and poster) are open at gdr-iasis.cnrs.fr/reunions/mod...
Rémi Emonet reposted
Analyzing last year's UTMB split times (in french) home.heeere.com/teach/analyz...
Rémi Emonet reposted
Replying to @zeynepakata.bsky.social
Let's push for the obvious solution: Dear @neuripsconf.bsky.social ! Allow authors to present accepted papers at EurIPS instead of NeurIPS rather than just additionally. Likely, at least 500 papers would move to Copenhagen, problem solved.
Maybe there should also be an equivalent EurIPS workshop www.eurips.cc for people who cannot or don't want to travel there?
NeurIPS workshop (6 dec 2025, San Diego): "AI for non-human animal communication": aiforanimalcomms.org It will explore the intersection of artificial intelligence and bioacoustics, aiming to address challenges in processing complex #bioacoustics data and interpreting animal signals.
Rémi Emonet reposted
SKADA-Bench : Benchmarking Unsupervised Domain Adaptation Methods with Realistic Validation On Diverse Modalities, has been published published in TMLR today 🚀. It was a huge team effort to design (and publish) an open source fully reproducible DA benchmark 🧵1/n. openreview.net/forum?id=k9F...
Rémi Emonet reposted
New paper on the generalization of Flow Matching www.arxiv.org/abs/2506.03719 🤯 Why does flow matching generalize? Did you know that the flow matching target you're trying to learn *can only generate training points*? w @quentinbertrand.bsky.social @annegnx.bsky.social @remiemonet.bsky.social 👇👇👇
Rémi Emonet reposted
The second Keynote of CVPR@Paris is given by @dlarlus.bsky.social of @naverlabseurope.bsky.social on "Breaking the mold", generalization in computer vision.
Rémi Emonet reposted
Rémi Emonet reposted
It was received quite enthusiastically here so time to share it again!!! Our #ICLR2025 blog post on Flow Matching was published yesterday : iclr-blogposts.github.io/2025/blog/co... My PhD student @annegnx.bsky.social will present it tomorrow in ICLR, 👉poster session 4, 3 pm, #549 in Hall 3/2B 👈
Rémi Emonet reposted
I had a blast giving a summer school on generative models at AI Hub Senegal, in particular flow matching, with @quentinbertrand.bsky.social and @remiemonet.bsky.social Our material is publicly available !!! github.com/QB3/SenHubIA... ensdelyon.bsky.social
Rémi Emonet reposted
Wow, this tutorial is really a tour de force! The one I had written is super "dumbed down" as a basic intro for beginners, but to really learn the material on an intermediate/advanced level, you should check out this post...
Anne Gagneux, Ségolène Martin, @quentinbertrand.bsky.social Remi Emonet and I wrote a tutorial blog post on flow matching: dl.heeere.com/conditional-... with lots of illustrations and intuition! We got this idea after their cool work on improving Plug and Play with FM: arxiv.org/abs/2410.02423
Rémi Emonet reposted
We have been reworking the Quickstart guide of POT to show multiple examples of OT with the unified API that facilitates access to OT value/plan/potentials. It allows to select regularization/unbalancedness/lowrank/Gaussian OT with just a few parameters. pythonot.github.io/master/auto_...
Rémi Emonet reposted
Nice! Convert your latex (mostly equations) to @typst.app with MiTeX, two choices: - directly write latex in your typst typst.app/universe/pac... - migrate your equations (in your browser) mitex-rs.github.io/mitex/
Here is a first output of our project on Baby Cries. Better understanding your baby thanks to the site comprendrebebe.com/en/ @saintetienne.bsky.social, ENES, Lab. Hubert Curien, @chu-st-etienne.fr #axa
Voici un premier résultat de notre projet sur les pleurs de bébés. Mieux comprendre son bébé grace au site comprendrebebe.com @saintetienne.bsky.social, ENES, Lab. Hubert Curien, @chu-st-etienne.fr #axa
Rémi Emonet reposted
⚔️ 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
You like to writes you apps in Vue.js? You want to easily run a component as a small app? You want it to access the working directory and to use Python code too? Here is the (new) vuejspython github.com/twitwi/vuejs...
Rémi Emonet reposted
This review paper by @guillaume-garrigos.com on SGD-related algorithms is a fantastic resource, offering elegant, self-contained, and concise proofs in a single, accessible reference. arxiv.org/pdf/2301.11235
Rémi Emonet reposted
On the theoretical limit of gradient descent for Simple Recurrent Neural Networks with finite pre... Volodimir Mitarchuk, Rémi Emonet, Remi Eyraud, Amaury Habrard Action editor: Lechao Xiao https://openreview.net/forum?id=4c9UzDhg49 #automata #recurrent #deterministic
Rémi Emonet reposted
Titouan Vayer and I are organizing a one day workshop on optimal transport and machine learning in ENS Lyon on Feb. 17. Registration is free but mandatory. The incredible keynote speakers are Laetitia Chapel, Filippo Santambrogio and @brunolevy01.bsky.social. gdr-iasis.cnrs.fr/reunions/tra...
Rémi Emonet reposted
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
Tutorial on flow matching today at @neuripsconf.bsky.social. I'll miss it 😿. The presenters released a very comprehensive document+code+library on flow matching arxiv.org/pdf/2412.06264 Need visuals and interactive animations? There is still our blog post dl.heeere.com/cfm (among others).
About Conditional Flow Matching (CFM) with **linear interpolation**. (1/3) In Optimal Transport (OT) terms, this CFM induces a probability path that corresponds to the (much non-optimal) independent coupling. That means every cat point is split and sent to every donut point.
Optimal transport computes an interpolation between two distributions using an optimal coupling. Flow matching, on the other hand, uses a simpler “independent” coupling, which is the product of the marginals.
To better grasp what this CFM mapping/corresp. contains, let's move points linearly and at a regular speed (from source cat location to target donut loc.). We get a different probability path that looks much more like OT. This idea is used in the rectified flow approach github.com/gnobitab/Rec...
About Conditional Flow Matching (CFM) with **linear interpolation**. (1/3) In Optimal Transport (OT) terms, this CFM induces a probability path that corresponds to the (much non-optimal) independent coupling. That means every cat point is split and sent to every donut point.
Optimal transport computes an interpolation between two distributions using an optimal coupling. Flow matching, on the other hand, uses a simpler “independent” coupling, which is the product of the marginals.
That's why we see the cat "duplicating" to go to both the left and right sides of the donut. We showed it with a approximate version (using a very coarse CFM). See bsky.app/profile/gabr... (above) for the true probability path.