AI summary · arXiv: 2411.17900v1 · q-fin.CP

Pretrained LLM Adapted with LoRA as a Decision Transformer for Offline RL in Quantitative Trading

Suyeol Yun

Original paper · DOI Submitted to arXiv on 26 Nov. 2024 Accepted for presentation at the ICAIF 2024 Workshop on LLMs and Generative AI for Finance (poster session) License: CC BY 4.0

The essentials

  • Challenges in developing effective quantitative trading strategies using reinforcement learning (RL) due to risks in real-time interaction in financial markets
  • Importance of offline RL, specifically utilizing historical market data without additional exploration, to mitigate risks
  • Introduction of Decision Transformer (DT) initialized with pre-trained GPT-2 weights and fine-tuned using Low-Rank Adaptation (LoRA) as a novel approach
  • Comparison of the model's performance with established offline RL algorithms such as Conservative Q-Learning (CQL), Implicit Q-Learning (IQL), and Behavior Cloning (BC)
  • Empirical results showing the effectiveness of the DT approach in learning from expert trajectories and achieving superior rewards in specific trading scenarios
  • Availability of replication code for experiments at https://github.com/syyunn/finrl-dt
  • Advantages of utilizing a Pretrained Language Model (LLM) adapted with LoRA as a Decision Transformer in financial trading settings where direct interaction with live markets during training is impractical
  • Significance of the refined approach in addressing complexities inherent in quantitative trading strategies and demonstrating promising results in terms of Sharpe Ratio improvements

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AI-generated keywords: Quantitative Trading

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  • Original abstract
, , , , In the realm of quantitative trading, developing effective strategies using reinforcement learning (RL) poses significant challenges due to the inherent risks associated with real-time interaction in financial markets. Offline RL, which relies on historical market data without the need for additional exploration, becomes crucial in mitigating these risks. However, existing offline RL methods often struggle to capture the intricate temporal dependencies present in financial time series and may fall prey to overfitting historical patterns. To address these challenges, a novel approach is introduced - the Decision Transformer (DT) initialized with pre-trained GPT-2 weights and fine-tuned using Low-Rank Adaptation (LoRA). This innovative architecture harnesses the generalization capabilities of pre-trained language models and the efficiency of LoRA to learn effective trading policies solely from expert trajectories derived from historical data. The model's performance is compared with established offline RL algorithms such as Conservative Q-Learning (CQL), Implicit Q-Learning (IQL), and Behavior Cloning (BC), as well as a baseline Decision Transformer with randomly initialized GPT-2 weights and LoRA. Empirical results showcase that this approach effectively learns from expert trajectories and achieves superior rewards in specific trading scenarios, underscoring the efficacy of integrating pre-trained language models and parameter-efficient fine-tuning in offline RL for quantitative trading. The replication code for these experiments is publicly available at https://github.com/syyunn/finrl-dt. Moreover, utilizing a Pretrained Language Model (LLM) adapted with LoRA as a Decision Transformer proves advantageous in financial trading settings where direct interaction with live markets during training is impractical due to high risks and costs. By leveraging historical data exclusively for training and evaluation purposes, this methodology offers a safe and practical means to assess model performance without exposing it to potential market pitfalls. In conclusion, this refined approach not only addresses the complexities inherent in quantitative trading strategies but also demonstrates promising results in terms of Sharpe Ratio improvements. Keywords associated with this research include Quantitative Trading, Reinforcement Learning, Offline RL Methods, Pretrained Language Models, Low-Rank Adaptation, Financial Time Series Analysis, Expert Trajectories Learning, and Parameter-Efficient Fine-Tuning techniques that make such advancements computationally feasible.

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