Paper Overview
Field: Machine Learning Author: Aliaksei Kaliutau Published: 2026-07-24 arXiv: 2607.22491
Introduction
Volatility forecasting is dominated by persistence and measurement noise, leaving limited residual structure for nonlinear models to exploit. This paper introduces Susceptible Architectures (SUSA), a reservoir-design principle for volatility forecasting, together with two concrete implementations.
Key Contributions
- Reservoir design principle: Complex-valued open-chain and periodic reservoirs form the backbone of the architecture.
- Regime-conditioned experts: Dedicated experts interpret reservoir features across four market states: calm, onset, recovery, and persistent stress.
- Quantum counterpart: Open-system \(q\)-qubit implementations in Qiskit, while retaining a common AR-Ridge anchor and a bounded residual correction trained under QLIKE.
- Data: 16 U.S. equity and exchange-traded-fund (ETF) series
- Evaluation protocol: Three disjoint chronological training, validation, and test folds
- Input window: 12 observations
- Forecast horizon: 5 observations
- Loss metric: QLIKE
- The proposed models perform competitively with GARCH.
- Statistically significant QLIKE improvements are achieved on specific assets, notably IWM and XLP.
- SUSA forecasts complement HARQ-style predictions: a stacked ensemble improves QLIKE by an average of 0.0116 over the strongest single model and wins in 75% of test scenarios.
Experimental Setup
Results
Original Abstract (excerpt)
> Volatility forecasting is dominated by persistence and measurement noise, leaving limited residual structure for nonlinear models to exploit. We introduce Susceptible Architectures (SUSA), a reservoir-design principle for volatility forecasting, and its two concrete implementations, based on complex-valued open-chain and periodic reservoirs and regime-conditioned experts to interpret reservoir features across calm, onset, recovery, and persistent-stress states. We also implement open-system \(q\)-qubit counterparts in Qiskit while retaining a common AR-Ridge anchor and a bounded residual correction trained under QLIKE.
Full Paper
Read the complete paper on arXiv: 2607.22491
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