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Computational Basis of LLM's Decision Making in Social Simulation

Created by
  • Haebom

Author

Ji Ma

Outline

This paper explores the influence of character and context on the behavior of large-scale language models (LLMs), which are used as human-like decision-making agents in social science and applied fields. Specifically, we propose and validate a method for examining, quantifying, and modifying the internal representations of LLMs using the Dictator Game, a classic behavioral experiment examining fairness and prosocial behavior. We demonstrate that extracting "variable change vectors" (e.g., from "male" to "female") from the LLM's internal state and manipulating these vectors during inference can significantly alter how variables relate to the model's decisions. This approach provides a principled method for studying and regulating how social concepts can be encoded and designed within Transformer-based models, and presents Takeaways for the alignment, debiasing, and design of AI agents for social simulation in academic and commercial applications. This can contribute to enhancing sociological theory and measurement.

Takeaways, Limitations

Takeaways:
We present a novel method for analyzing the influence of social concepts on the model's decision-making by examining and manipulating the internal representations of LLM.
Providing practical strategies for debiasing and ethically designing LLMs.
Presenting a novel approach to social simulation and AI agent development.
Contributing to the advancement of sociological theory and measurement methodology.
Limitations:
These research results were limited to a specific experimental environment, the Dictator Game. Further research is needed to determine whether the same results can be obtained in other experimental environments or situations.
Further validation is needed on the generality and applicability of extracting and manipulating "variable change vectors."
There is a possibility that the complexity of LLM internal representations may not be fully captured.
Lack of consideration of other factors that influence the model's decision-making.
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