Alison Pouplin

@alisometry.bsky.social

ML research scientist In love with geometry Webpage: https://a-pouplin.github.io/ 🇪🇺

We have a competition @gram-org.bsky.social! - MCML award: 500€ - Deadline: April 22nd - Publication of the results in our workshop proceedings (PMLR) ✨Thank you to @sukjulian.bsky.social, Gavin and BeyondMath for making this happen. ✨ gram-competition.github.io

Julian Suk@sukjulian.bsky.social · 4mo ago

One month left 'til @iclr-conf.bsky.social, about time to launch our ✨@gram-org.bsky.social Competititon✨ The theme is geometry x AI4science with a dataset kindly provided by BeyondMath. Deadline: April 22, 2026 (AoE) 🔗 gram-competition.github.io

📢 The submission deadline for ✨GRaM workshop✨ at @iclr-conf.bsky.social is 5th February 2026. 🌟Submit your exciting works in Geometry-grounded representations. We welcome submissions in multiple tracks i.e. 📄 Proceedings 📝extended abstract 👩‍🏫Tutorial/blogpost as well as an exciting challenge!

Announcing SGI 2026! Undergrads and MS students: Apply for 6 weeks of paid summer geometry processing research. No experience needed: 1 week tutorials + 5 weeks of projects. Mentors are top researchers in this emerging branch of graphics/computing/math. sgi.mit.edu

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Martin is a kind PI with tons of ideas. (PhD students: the PI matters more than the project, and Martin is the one you want.) Now, go update your CV and send it! ✨💪

Martin Trapp@trappmartin.eurosky.social · 8mo ago

10 days left to apply for a PhD/PostDoc position in probabilistic machine learning together with me at @kthuniversity.bsky.social. Both positions are fully funded and part of WASP, the Swedish AI program! For details, see the links below. PhD: tinyurl.com/4bppbste PostDoc: tinyurl.com/2tasv6bd

If you want to meet up at any point to talk about -> physics-informed ML, autodiff, linear algebra, Bayesian DL, or probabilistic numerics, just let me know. Always happy to talk research, collaboration, (jobs!), or just grab a coffee/beer. Looking forward to seeing everyone in Copenhagen! 🇩🇰

“Dear mathematician, can you explain to me what mass is?” “Very simple, dear: the mass of a dynamical system is the cohomology class of the Galilean group representing lack of equivariance of the moment map on the symplectic manifold that is the phase space of the system.”

Variational Flow Matching goes Riemannian! 🔮 In this preliminary work, we derive a variational objective for probability flows 🌀 on manifolds with closed-form geodesics, and discuss some interesting results. Dream team: Floor, Alison & Erik (their @ below) 💥 📜 arxiv.org/abs/2502.12981 🧵1/5