Feng, He & Polson (2018) study deep nets for predicting asset returns from characteristics. Plain-language intro. Not investment advice.
Takeaway. Expected-return prediction is a high-dimensional characteristics problem; deep nets can nest linear factor models as a special case—use it as a comparison template against OLS, not as a promised alpha engine.
Deep Learning for Predicting Asset Returns (Guanhao Feng, Jingyu He, Nicholas Polson, 2018) is an after-work bridge from linear cross-section regressions to flexible nets.
Fit for learners: Open-PDF classic/working paper on ml-finance — useful for after-work Python quant learners building intuition before coding.
This Hub note is a plain-language intro. Not investment advice. Keep Harvey–Liu–Zhu nearby.
Linear “characteristic → return” regressions miss interactions and thresholds. Adding more factors by hand is the zoo. Learners need a story for why a net might help—and why it overfits faster than OLS.
Research pattern—not a stock-picking product.
If you can run LinearRegression on a characteristics matrix, this paper is permission to ask what a two-layer net changes—and what it doesn’t.
Tiny evening exercise: make a 100×5 random characteristic matrix and a random return vector; print OLS R² vs a dummy “always predict mean”; write why in-sample R² is not a trading edge—learning only.
Landing: arXiv abs
Not investment advice. This Hub note is educational only. The paper is academic ML research—not a recommendation to trade predicted-return nets with real capital.
Single course CTA: SoloQuant Academy’s Introduction to Python Programming—matrices start as lists of lists; then sklearn/PyTorch weekends make more sense.