Thien Le (@tle_96) profile picture

Postdoc at Harvard. PhD at MIT/CSAIL. Theoretical aspects of machine learning and computational biology

Cambridge, MA
Joined October 2022
Photo by Thien Le (@tle_96)Photo by Thien Le (@tle_96)Photo by Thien Le (@tle_96)
Thien Le retweeted
Proof of the 40-year old Bandelt-Dress conjecture on the maximum quartet distance between phylogenetic trees (and an interesting connection to independence testing). arxiv.org/abs/2608.03542
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Thien Le retweeted
Exciting result: k-Coloring is in (2-eps_k)^n time, where eps_k>0 for every fixed k! Algorithms faster than the 2^n time needed to compute the chromatic number were previously known only for k<=6. arxiv.org/abs/2607.25973
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It's been wild to see our work on Muon and the anthology start to get scaled up by the big labs. After @Kimi_Moonshot released Moonlight, people have asked whether Muon is compatible with muP. I wanted to write up an explainer, as there is something deeper going on here! (1/8)
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Are you canonicalizing your data? Depending on the group, you might be unavoidably introducing discontinuity...but there's a fix! Come to our ICML poster, #511, on Wednesday 1:30 - 3:00 PM to hear more! Joint work with Nadav Dym and Jonathan Siegel arxiv.org/pdf/2402.16077
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Looking forward to mentoring a project at this great summer school! Students interested in GNNs / geometric deep learning should consider applying 😀
🌟Applications open - LOGML 2024🌟 👥 Mentor-led projects, expert talks, tutorials, socials, and a networking night 📝 Application form: logml.ai/ 📅 Apply by 26 Jan 2024 📝 📩 Questions? [email protected] #LOGML #Geometry #MachineLearning #SummerSchool
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yufeizhao.com/blog/2023/12/2… I’m delighted to showcase and celebrate a selection of recent papers by the talented combinatorialists at MIT, especially those by students and postdocs. These papers reflect the culmination of their hard work, dedication, and innovative problem solving.
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I'll be presenting our work on optimal approximation algorithms for combinatorial problems with graph neural nets at the Mathematics of Modern Machine Learning (M3L) workshop. Saturday 4pm, room 242! Arxiv: arxiv.org/abs/2310.00526
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Excited to present this work on Wednesday! Also, if you’re at NeurIPS and want to chat about equivariant learning, AI for science, or anything else, don’t hesitate to reach out 😄
Replying to @garridoq_
We will be presenting our work at the poster session on Wednesday from 5 to 7 p.m. CST, so come check it out if you're interested in AI4Science and/or Self-Supervised learning 😉 Paper link: openreview.net/forum?id=ZULq…
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Our new work: “Expressive Sign Equivariant Networks for Spectral Geometric Learning”, a NeurIPS 2023 Spotlight! You may enjoy it if you like: eigenvectors, link prediction, frames, orthogonal equivariance (AI4Science), Graph Transformers, and/or approximation power of NNs. 1/n
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