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Literati: Towards Anytime Optimal Shape Generalized Trees via AO*

NeurIPS 2026 · Learning theory and algorithms › Prediction and decision losses · approach: Optimal decision tree learning · 0 citations (OpenAlex)

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Introduces Literati, the first optimal induction algorithm for Shape Generalized Trees, formulating it as AND/OR graph search solved with an anytime-enhanced AO* (secondary informative heuristic at OR nodes and round-robin AND exploration).

Problem

Greedy top-down induction of Shape Generalized Trees (SGTs) yields suboptimal trees with no optimality guarantees, while optimal tree methods are restricted to axis-aligned threshold splits.

Approach

Cast sparse SGT induction as an AND/OR graph where shape functions are built one changepoint at a time, solved by AO* with an inadmissible CART-lookahead heuristic guiding OR selection and round-robin exploration of AND children to improve anytime performance while keeping optimality.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: 24 small-to-medium tabular datasets (QuantBnB benchmark and others)

Benchmarks: 24 real-world tabular datasets (QuantBnB benchmark)

Metrics: training accuracy test accuracy runtime optimality proof rate distance to optimal over time average rank (critical difference)

Baselines: CART AxTAO ShapeCART ShapeTAO Branches STreeD LDS-DL8.5 CADL8.5 ConTree DPDT

Builds on: AO* DPDT Branches ShapeCART TAO

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