arXiv:2609.25066v1 Announce Type: new Abstract: Large language models (LLMs) are increasingly used to simulate human survey responses and behavioral reactions, yet unreliable simulations can mislead social science conclusions. However, existing evaluations focus on end-to-end scores, leaving it unclear how different aspects of the simulation process interact to determine reliability. We propose ReliMap, which decomposes LLM-based human behavior simulation into three structured layers and evaluates reliability at both the individual level (R1) and population level (R2) across three configuration dimensions: model capacity, profile completeness, and population coverage. Through experiments across four simulation tasks and eleven LLMs, we find that all models exhibit substantial distributional bias without profile conditioning. Profile conditioning reduces this bias with diminishing returns. Larger models benefit more, and attribute informativeness matters more than quantity. Critically, R1 gains do not reliably transfer to R2--individual and population-level reliability can move in opposite directions. At the population layer, increasing coverage reduces variance but not systematic bias, with R2 stabilizing at around 50-100 individuals. These findings highlight that reliable simulation cannot be achieved by optimizing any single layer in isolation, but requires coordinated improvement across all three.
Understanding Reliability in LLM-based Human Behavior Simulation
A new arXiv paper (2609.25066v1) introduces ReliMap, a framework that decomposes LLM-based human behavior simulation into three structured layers and evaluates reliability at the individual level (R1) and population level (R2) across model capacity, profile completeness, and population coverage. Across four simulation tasks and eleven LLMs, the authors find all models exhibit substantial distributional bias without profile conditioning, that R1 gains do not reliably transfer to R2, and that population-level reliability stabilizes at around 50-100 individuals. The authors conclude reliable simulation requires coordinated improvement across all three layers rather than optimizing any single layer in isolation.
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