AI summary · arXiv: 2207.07578v1 · q-fin.TR

Quantitative Stock Investment by Routing Uncertainty-Aware Trading Experts: A Multi-Task Learning Approach

Shuo Sun, Rundong Wang, Bo An

Original paper · DOI Submitted to arXiv on 07 Jun. 2022 License: CC BY 4.0

The essentials

  • Quantitative investment relies on accurate stock prediction and profitable investment decision making
  • Deep learning methods have shown promise in capturing trading opportunities but are sensitive to random seeds and network initialization
  • Existing works have limitations: a gap between accurate predictions and profitable strategies, and reliance on individual predictors without considering model uncertainty
  • The authors propose a two-stage mixture-of-experts framework called AlphaMix for quantitative investment
  • AlphaMix optimizes multiple independent trading experts using an uncertainty-aware loss function in Stage one
  • Neural routers are trained to dynamically deploy these experts based on their performance in Stage two, mimicking the workflow of successful trading firms
  • AlphaMix can be applied to various backbone network architectures with consistent performance gains
  • Extensive experiments on real-world data from US and China markets show that AlphaMix outperforms state-of-the-art baselines in four financial criteria
  • Figure 3 illustrates the bottom-up hierarchical trading strategy design workflow in real-world trading companies, highlighting how AlphaMix aligns with this workflow

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AI-generated keywords: Quantitative Investment

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  • Original abstract
Quantitative investment is a crucial financial task that relies on accurate stock prediction and profitable investment decision making. While deep learning (DL) methods have shown promising results in capturing trading opportunities in the stochastic stock market, their performance is often sensitive to random seeds and network initialization. In order to address this limitation and design more profitable DL methods, the authors of this paper analyze the phenomenon and identify two major limitations of existing works. Firstly, there is a noticeable gap between accurate financial predictions and profitable investment strategies. This means that even if DL models can accurately predict stock movements, it does not necessarily translate into profitable investment decisions. Secondly, existing approaches make investment decisions based on only one individual predictor without considering model uncertainty. This approach is inconsistent with the workflow followed by real-world trading firms. To overcome these limitations, the authors propose a novel two-stage mixture-of-experts (MoE) framework called AlphaMix for quantitative investment. In Stage one, multiple independent trading experts are jointly optimized using an individual uncertainty-aware loss function. This allows for better alignment between accurate predictions and profitable investment strategies. In Stage two, neural routers are trained to dynamically deploy these experts based on their performance on an as-needed basis. This mimics the efficient bottom-up trading strategy design workflow followed by successful trading firms. AlphaMix is a universal framework that can be applied to various backbone network architectures with consistent performance gains. The authors demonstrate the effectiveness of AlphaMix through extensive experiments on long-term real-world data spanning over five years from two influential financial markets - US and China. They show that AlphaMix significantly outperforms many state-of-the-art baselines in terms of four financial criteria. The paper also provides additional context through figures such as Figure 3, which illustrates the bottom-up hierarchical trading strategy design workflow in real-world trading companies. It highlights how AlphaMix aligns with this workflow to enhance quantitative stock investment. Overall, this paper presents a comprehensive analysis of the limitations of existing DL methods in quantitative investment and proposes a novel framework, AlphaMix, to address these limitations.

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