用于解释价格与订单流动态的神经网络
文章 arXiv papers · 作者: Manuel Naviglio et al.
总结
本文使用深度前馈网络研究大跳动价位和小跳动价位股票中高频收益与带符号交易量之间的非线性交互。研究将该网络与线性向量自回归(VAR)进行比较,并采用基于SHAP的解释方法,识别近期滞后输入对预测的贡献。该网络提升了预测表现,尤其是收益预测;解释结果则强调了最新的滞后项。
分析发现,滞后的带符号交易量具有保持符号但会饱和的效应,而滞后收益则决定订单流会延续、减弱还是逆转价格变化。研究还将模型隐含的响应与根据数据重建的条件均值进行核验。作者随后利用这些模式构建可解释的非线性参数模型,包括一个多滞后扩展版本;其表现与神经网络相当,且优于线性VAR。研究结论仅适用于所研究的股票和数据环境,不能据此证明盈利能力,也不能自动推广到其他市场。
核心观点
- 神经网络能够揭示线性VAR无法捕捉的收益与带符号交易量之间的非线性依赖关系。
- SHAP解释结果显示,最新的滞后项对预测贡献最大。
- 滞后的带符号交易量对收益产生保持符号但会饱和的影响。
- 滞后收益决定订单流效应会延续、减弱还是逆转。
- 可解释的非线性模型能够达到与神经网络相近的表现,同时保留多滞后扩展。
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# Explainable Deep Learning for Price-Trade Dynamics: From Black-Box Forecasts to Effective Parametric Models # Explainable Deep Learning for Price-Trade Dynamics: From Black-Box Forecasts to Effective Parametric Models Understanding the joint dynamics of prices and trades is central to market microstructure, where returns and order flow interact through nonlinear and state-dependent mechanisms. Linear models are interpretable but may miss these effects, while deep neural networks improve forecasting at the cost of transparency. We use neural networks as tools for structural discovery rather than only for prediction. A deep feed-forward network is trained on high-frequency returns and signed volumes for large- and small-tick stocks and compared with a linear VAR benchmark. The neural network improves predictive performance, especially for returns, revealing nonlinear dependencies beyond the linear specification. Using Shapley-based explainability, we show that the dominant contributions are concentrated at the most recent lags. Model-implied responses are consistent with conditional averages reconstructed from the data. Unlike empirical averages, however, the neural-network decomposition isolates individual regressor contributions to the aggregate dependence. Lagged signed volume generates sign-preserving and saturating effects, consistent with nonlinear price impact and order-flow persistence. Lagged returns act as state variables: when the previous trade does not move the price, the model predicts continuation in the direction of past order flow, whereas non-zero returns generate attenuation or reversal. Building on these findings, we introduce a parsimonious SHAP-inspired nonlinear parametric model. It reproduces the main return-volume dependencies, outperforms the linear VAR benchmark, and achieves performance comparable to the neural network. A multi-lag extension captures residual longer-memory effects while preserving interpretability. Overall, explainability offers a route from black-box prediction to economically meaningful parametric models of price and trade dynamics.
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