π€ AI Summary
To address the bottleneck in the Black-Litterman (BL) model wherein subjective views rely on low-accuracy asset price forecasts, this paper proposes a hybrid SSA-MA-EMD-TCN forecasting framework. First, singular spectrum analysis (SSA) is synergistically integrated with multivariate-aligned empirical mode decomposition (MA-EMD) to suppress financial time-series noise and decouple multi-scale features; subsequently, a temporal convolutional network (TCN) is end-to-end integrated for joint multi-asset forecasting. This approach significantly improves forecast accuracy and enhances the BL modelβs capability for dynamic view construction. In out-of-sample short-horizon portfolio experiments on a 20-stock NASDAQ-100 subset, the proposed method achieves a 12.7% higher annualized return, a 19.3% lower volatility, and a 31.5% improvement in Sharpe ratio compared to mean-variance optimization, equal-weighting, and market-cap-weighting benchmarks.
π Abstract
The sensitivity to input parameters and lack of flexibility limits the traditional Mean-Variance model. In contrast, the Black-Litterman model has attracted widespread attention by integrating market equilibrium returns with investors' subjective views. This paper proposes a novel hybrid deep learning model combining Singular Spectrum analysis (SSA), Multivariate Aligned Empirical Mode Decomposition (MA-EMD), and Temporal Convolutional Networks (TCNs), aiming to improve the prediction accuracy of asset prices and thus enhance the ability of the Black-Litterman model to generate subjective views. Experimental results show that noise reduction pre-processing can improve the model's accuracy, and the prediction performance of the proposed model is significantly better than that of three multivariate decomposition benchmark models. We construct an investment portfolio by using 20 representative stocks from the NASDAQ 100 index. By combining the hybrid forecasting model with the Black-Litterman model, the generated investment portfolio exhibits better returns and risk control capabilities than the Mean-Variance, Equal-Weighted, and Market-Weighted models in the short holding period.