maximum-likelihood

Tag

Cards List
#maximum-likelihood

@omarsar0: Highly recommended paper from CMU and others on how foundation models get trained. It fundamentally asks whether pretra…

X AI KOLs Timeline ↗ · 6d ago Cached

A CMU-led paper introduces 'unified training,' showing that pretraining, midtraining, SFT, and RL can be collapsed into a single likelihood-based algorithm where RL objectives are treated as maximum-likelihood fitting to model-generated targets, outperforming staged training in several accuracy-compute and continual-learning experiments.

0 favorites 0 likes
#maximum-likelihood

Training Foundation Models with a Single Algorithm

Hugging Face Daily Papers ↗ · 2026-10-29 Cached

A paper unifying foundation-model training stages (pretraining, midtraining, SFT, RL) under a single likelihood-based algorithm that blends static data and RL generations, improving accuracy-compute tradeoff and capability retention.

0 favorites 0 likes
#maximum-likelihood

Solving the Ho--Nguyen Conjecture for Gaussian Mixtures: Applications to Mixtures of Experts

arXiv cs.LG ↗ · 2026-10-21 Cached

This paper proves the Ho–Nguyen conjecture on the order of density cancellation in over-fitted Gaussian mixtures for all cluster sizes M≥2, deriving exact maximum-likelihood exponents and local minimax rates, and applies the coefficient framework to identifiability issues in mixtures of experts.

0 favorites 0 likes
#maximum-likelihood

Connecting Score Matching, Maximum Likelihood, and Expectation-Maximization in Mixed Linear Regression

arXiv cs.LG ↗ · 2026-09-10 Cached

This paper connects score matching, maximum likelihood, and expectation-maximization in mixed linear regression, providing theoretical guarantees and analyzing gradient behavior under diffusion noise levels.

0 favorites 0 likes
#maximum-likelihood

The Price of Sparsity: Sufficient Conditions for Sparse Recovery using Sparse and Sparsified Measurements

Hugging Face Daily Papers ↗ · 2026-09-08 Cached

This paper identifies sufficient sample sizes for maximum-likelihood support recovery of sparse binary signals in high-SNR regimes, revealing an information-theoretic threshold and trade-offs between measurement sparsity and computational cost.

0 favorites 0 likes
← Back to home

Submit Feedback