Empirical Asset Pricing with Large Language Model Agents
Junyan Cheng, Peter Chin
TL;DR
This paper introduces a hybrid asset pricing framework that leverages Large Language Model (LLM) agents to perform discretionary, memory-enabled news analysis, which is then integrated with manually curated financial factors in a neural pricing network. The approach demonstrates superior performance in both portfolio optimization (higher Sharpe ratios and lower drawdowns) and asset pricing errors (smaller alphas and stronger t-stats) relative to strong baselines, across a dataset combining three years of news with long-span market data. Key contributions include the LLM agent architecture with memory, a daily smoothed news embedding state, and a downstream hybrid network that fuses qualitative and quantitative signals; comprehensive ablations illustrate the value of iterative analysis, asset embeddings, and factor interactions. The results suggest that LLM-driven discretionary analysis can meaningfully enhance empirical asset pricing and offer practical avenues for more efficient capital allocation, with implications for both research and market practice.
Abstract
In this study, we introduce a novel asset pricing model leveraging the Large Language Model (LLM) agents, which integrates qualitative discretionary investment evaluations from LLM agents with quantitative financial economic factors manually curated, aiming to explain the excess asset returns. The experimental results demonstrate that our methodology surpasses traditional machine learning-based baselines in both portfolio optimization and asset pricing errors. Notably, the Sharpe ratio for portfolio optimization and the mean magnitude of $|α|$ for anomaly portfolios experienced substantial enhancements of 10.6\% and 10.0\% respectively. Moreover, we performed comprehensive ablation studies on our model and conducted a thorough analysis of the method to extract further insights into the proposed approach. Our results show effective evidence of the feasibility of applying LLMs in empirical asset pricing.
