Can LLMs be ideally rational?

AIs are increasingly agential. AIs no longer merely generate text; they also perform actions. Now that AIs choose between different actions, we can investigate whether their preferences are rationally coherent, in the sense of being transitive and complete. This paper poses a challenge for the coherence of AI preferences. Today’s AIs are built on top of large language models. At some level of abstraction, AIs choose actions by sampling from a probability distribution. I’ll argue that this basic architectural feature creates a problem for preference coherence. When an AI is asked to choose between options, it will select options based on its token probabilities. But the underlying nature of the token probabilities can create cycles, where it selects A over B, selects B over C, and selects C over A. Similar problems can also lead to probabilistically incoherent AI forecasting.

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Publication Details

Journal
Inquiry
Published
2026-08-25
DOI
https://doi.org/10.1080/0020174x.2026.2720242
Primary Topic
Constraint Satisfaction and Optimization
Type
article
Field-Weighted Citation Impact
0.00
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article

Can LLMs be ideally rational?

Simon Goldstein
Inquiry
Constraint Satisfaction and Optimization
article

Can LLMs be ideally rational?

Simon Goldstein
article en

Abstract

AIs are increasingly agential. AIs no longer merely generate text; they also perform actions. Now that AIs choose between different actions, we can investigate whether their preferences are rationally coherent, in the sense of being transitive and complete. This paper poses a challenge for the coherence of AI preferences. Today’s AIs are built on top of large language models. At some level of abstraction, AIs choose actions by sampling from a probability distribution. I’ll argue that this basic architectural feature creates a problem for preference coherence. When an AI is asked to choose between options, it will select options based on its token probabilities. But the underlying nature of the token probabilities can create cycles, where it selects A over B, selects B over C, and selects C over A. Similar problems can also lead to probabilistically incoherent AI forecasting.

Inquiry
University of Hong Kong (HK)
Reduced inequalities
Openalex Percentile: Top 8%
Constraint Satisfaction and Optimization
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