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Yuli Slavutsky

@yulislavutsky.bsky.social
596 followers 562 following 14 posts

Stats Postdoc at Columbia, @bleilab.bsky.social Statistical ML, Generalization, Uncertainty, Empirical Bayes yulisl.github.io

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Yuli Slavutsky @yulislavutsky.bsky.social · 03/12/2025
Uncertainty estimation fails under distribution shifts. Why? Partly because in stats, even Bayesian stats, we treat x as given. But intuitively data makes different models plausible. For reliable uncertainty, we need to account for it explicitly. Come chat with me about it tomorrow at my poster
neurips.cc
NeurIPS Poster Quantifying Uncertainty in the Presence of Distribution ShiftsNeurIPS 2025
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Reposted by Yuli Slavutsky
Nicolas Beltran-Velez @velezbeltran.bsky.social · 12/12/2024
Hello! We will be presenting Estimating the Hallucination Rate of Generative AI at NeurIPS. Come if you'd like to chat about epistemic uncertainty for In-Context Learning, or uncertainty more generally. :) Location: East Exhibit Hall A-C #2703 Time: Friday @ 4:30 Paper: arxiv.org/abs/2406.07457
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Reposted by Yuli Slavutsky
claudia shi @claudiashi.bsky.social · 10/12/2024
The circuit hypothesis proposes that LLM capabilities emerge from small subnetworks within the model. But how can we actually test this? 🤔 joint work with @velezbeltran.bsky.social @maggiemakar.bsky.social @anndvision.bsky.social @bleilab.bsky.social Adria @far.ai Achille and Caro
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Yuli Slavutsky @yulislavutsky.bsky.social · 10/12/2024
I'm on my way to #NeurIPS2024. On Friday I'm going to present my latest paper with Yuval Benjamini. The gist is in the comments, and come chat with me to hear more!
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Reposted by Yuli Slavutsky
Nicolas Beltran-Velez @velezbeltran.bsky.social · 02/12/2024
I am very excited to share our new Neurips 2024 paper + package, Treeffuser! 🌳 We combine gradient-boosted trees with diffusion models for fast, flexible probabilistic predictions and well-calibrated uncertainty. paper: arxiv.org/abs/2406.07658 repo: github.com/blei-lab/tre... 🧵(1/8)
Samples y | x from Treeffuser vs. true densities, for multiple values of x under three different scenarios. Treeffuser captures arbitrarily complex conditional distributions that vary with x.
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