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framework:autoregressive-models

Autoregressive models

Second model system studied; used to show why flat autoregressive LLMs struggle with long-range coherence.

Neighborhood — ranked by edge-count

Methods (1)

method

Frameworks (3)

framework
  • Neural network architecture based on attention, commonly used in large language models
  • Main framework: uses scaling of free energy under domain wall formation to determine whether local interactions can sustain ordered phases based on graph topology alone
  • Core technical concept: a Hamiltonian where spin-spin interactions are defined only within finite windows ω, enabling generic analysis across diverse lattices

Findings (3)

finding

Related by similarity (8)

cosine ≥ 0.65 · no typed edge

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

  • Statistical technique where outputs are regressed on previous values; used in language generation
  • Training objective interpretable as optimizing a diverse set of tasks; thus subject to multitask scaling convergence pressures
  • The mechanism by which LLMs generate text: drawing a token from the next-token distribution and appending it to context repeatedly
  • LLMs generating text by feeding output back through context window; debated whether this constitutes algorithmic recurrence for RPT-1
  • Baseline persistence of any probe direction arising from the autoregressive nature of LLMs, not specific to emotion content
  • Transformers are recurrent through autoregression because the K/V stream provides horizontal information flow across positions, even though each forward pass is feedforward.
  • The training parallelization technique that latent methods are difficult to train with.