Buu Phan (@buutphan) header
Buu Phan (@buutphan) profile picture

PhD student at the University of Toronto @UofT. Previously, research intern @AIatMeta. Interested in LLM, Info Theory & Sampling. Compression ≠ AI.

Toronto, Ontario
Joined March 2018
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🤔Tokenization (1) makes your LLMs produce odd text when prompts are cut off mid-token? (2) gives you problems when ensembling different LLMs? 💡We solve both by converting tokenized LLMs into equivalent byte-level LLMs! No training required! 📎Paper: arxiv.org/abs/2410.09303
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Buu Phan retweeted
The fact that two Huangs are involved in an affair, but only one takes the blame is commonly known as Jensen's Inequality.
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A super exciting announcement: In January 2027, I'll be joining @UCBerkeley as an assistant professor in EECS and Statistics. I'll be recruiting PhD students and postdocs this cycle, starting Fall 2027. If you're interested the science of RL and deep learning, please apply.
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Math. The Flint Hill Series. No one knows if this converges. Perhaps humans, aliens, and AIs will never know if this converges. One of the greatest math mysteries. More info: matpic.com/essays/a-series-t…
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It’s just a stochastic token predictor.
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🥹🥹🥹 So incredibly happy to see my ICLR 2025 work on byte-level conversion mentioned in this work!! Such a rewarding feeling to see the idea take on a life of its own 🚀✨
Banger paper from Meta. This work shows that byte-level models start out behind token models and then pass them as compute grows. They show this for distilled 1B models trained on up to 1 trillion bytes. To distill a byte student from a token teacher, they convert the teacher's token logits into byte logits, either approximately (Marginalize-It) or exactly (End-Of-Token). Token models lead at low compute but plateau. Byte models reach a higher ceiling, and the fitted scaling laws predict the End-Of-Token model ends up to 4% ahead of the distilled token model. The byte models also match the distilled token model with one-sixth of the training data, and a 256-entry vocabulary cuts teacher-logit storage to about a fifth. Paper: arxiv.org/abs/2609.12303 Chat with Paper: academy.dair.ai/papers/break…
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Me ignoring all the Navier-Stokes drama and just focusing on my paper.
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The best thing society can do for AI is produce more theorems. A theorem is compressed reasoning—and compression is how you beat limited context.
IMO, the next steps are: Within 1 year: strictly better than human AI in all problem-solving aspects of math. Within 2 years: producing mathematics becomes so cheap, AI will produce mathematical theories for all kinds of applied domains on the fly at need. Mathematics becomes the true infrastructure of all of engineering and applied sciences (including AI, biology, optimization, cybersecurity, etc) where approaching things theoretically was too expensive to be practical.
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Buu Phan retweeted
With essentially zero technical input from me, GPT-5.6 Sol and Fable 5 not only proved a conjecture we left open ~2 years ago on best-of-n, but also delivered a strictly tighter bound with a clean and insightful derivation. We are officially in a new era of mathematical reasoning! Much of what previously counted as meaningful technical contribution is now routine for these models. This level of reasoning is being fundamentally democratized. The kind of research that used to take months to become a paper is now achievable in minutes.
This got even more ridiculous! I was trying to use the context of this session to nudge Sol to improve another result. Instead, it misunderstood me as wanting to improve this current bound and voila🤣
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My friend Zhengqing used GPT-5.6 to solve a beautiful well-known conjecture in probability. Feige's 1/e conjecture: for independent nonnegative X_1,…,X_n with E[X_i] ≤ 1 and S_n = X_1+⋯+X_n, we have P(S_n ≤ E[S_n] + 1) ≥ 1/e. Exciting to see a problem we used to kick around over lunch and dinner get solved! 1/2
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During today's #ICM2026 opening ceremonies, the IMU announced the 2026 Fields Medals recipients: @UChicago's Yu Deng, @stonybrooku's John Pardon, @UofT's Jacob Tsimerman, and Hong Wang of @nyuniversity and @Institut_IHES. Read more: bit.ly/4psOJbU
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Last year my family wrestled with a math conundrum: our ages all turned odd in sequence but starting with my older son, even though my wife is the oldest and my birthday comes first each year. Why was Noah the first to turn an odd age? Do all families experience these odd cycles?
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Maybe programming is a low intelligence task and a total god awful waste of human time
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PhD students:
Quit your job. Chase your passions. Take the risk. It's how I went from making $11,000 a month to $1,300
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We love BPE tokenization! ACL test of time award paper from the classic 2016 machine translation work (also rejected twice). #acl #nlp #llm @aclmeeting
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Yes, LLMs implement HSNW inside
Today we present a study on how reasoning unlocks parametric knowledge in LLMs. We identify two key driving mechanisms, a computational buffer effect and factual priming, and suggest ways that can help build more reliable models. Learn more: goo.gle/44taazO
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This Polish theoretical physicist just proved you can recreate all math functions from JUST one operation. E(a, b) = e^a - ln(b) Every single operation: +, -, x, / , trig, log, as you can see below. Extremely mathematically elegant.
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Accepted to ICLR 2026 🎉 LLMs are constrained by their tokenizers, which becomes a fundamental bottleneck for distillation across models with different vocabularies. We study how to exactly remap probability distributions between sequences defined over different tokenizers. arxiv.org/abs/2512.14954
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However, the complexity of this process is very expensive. Luckily, for trained LLM, we can prune a lot of these computations and approximate the probabilities by using beam-search. Putting these in cross-tokenizer LLM distillation, this gives us a boost in performance.
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This wouldn’t have been possible without the incredible support of 👏 @karen_ullrich and Dr. Ashish Khisti!
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