Kac's walk on rotation matrices mixes in O(n² log n) total variation steps.
Markov chains and mixing times , volume 107
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
verdicts
UNVERDICTED 3representative citing papers
Average fluctuations of IDLA on V_N × ℤ converge to the GFF for any vertex-transitive V_N satisfying an eigenvalue convergence condition, with improved maximal fluctuation bounds implying a shape theorem.
Pre-trained LLMs learn to predict HMM-generated sequences via in-context learning, approaching theoretical optimum on synthetic HMMs and matching expert models on real animal decision data.
citing papers explorer
-
Kac's walk on rotation matrices mixes in $n^2 \log n$ steps
Kac's walk on rotation matrices mixes in O(n² log n) total variation steps.
-
Gaussian fluctuations for Internal DLA on cylinders
Average fluctuations of IDLA on V_N × ℤ converge to the GFF for any vertex-transitive V_N satisfying an eigenvalue convergence condition, with improved maximal fluctuation bounds implying a shape theorem.
-
Pre-trained Large Language Models Learn Hidden Markov Models In-context
Pre-trained LLMs learn to predict HMM-generated sequences via in-context learning, approaching theoretical optimum on synthetic HMMs and matching expert models on real animal decision data.