LGPMMLApr 4

Portfolio Optimization Proxies under Label Scarcity and Regime Shifts via Bayesian and Deterministic Students under Semi-Supervised Sandwich Training

arXiv:2604.142061.4
Predicted impact top 99% in LG · last 90 daysOriginality Synthesis-oriented
AI Analysis

For portfolio managers in low-data environments, this work offers a practical hybrid approach to enhance optimization robustness, though the improvements are incremental over existing methods.

This paper proposes a teacher-student framework for portfolio optimization under data scarcity and regime shifts, using a CVaR optimizer as teacher and Bayesian/deterministic neural networks as students trained on real and synthetic data. The student models match or outperform the teacher in several settings, with improved robustness and reduced turnover.

This paper proposes a machine learning assisted portfolio optimization framework designed for low data environments and regime uncertainty. We construct a teacher student learning pipeline in which a Conditional Value at Risk (CVaR) optimizer generates supervisory labels, and neural models (Bayesian and deterministic) are trained using both real and synthetically augmented data. The synthetic data is generated using a factor based model with t copula residuals, enabling training beyond the limited real sample of 104 labeled observations. We evaluate four student models under a structured experimental framework comprising (i) controlled synthetic experiments (3 x 5 seed grid), (ii) in-distribution real market evaluation (C2A) and (iii) cross-universe generalization (D2A). In real-market settings, models are deployed using a rolling evaluation protocol where a frozen pretrained model is periodically fine tuned on recent observations and reset to its base state, ensuring stability while allowing limited adaptation. Results show that student models can match or outperform the CVaR teacher in several settings, while achieving improved robustness under regime shifts and reduced turnover. These findings suggest that hybrid optimization learning approaches can enhance portfolio construction in data constrained environments

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