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Differentiable Learning of Lifted Action Schemas for Classical Planning

NeurIPS 2026 · Learning theory and algorithms › Combinatorial and search optimization · approach: Classical and HTN planning · 0 citations (OpenAlex)

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Proposes DIAS, a GNN-plus-Sinkhorn differentiable architecture that learns lifted STRIPS action schemas (including unobserved arguments) from fully observed state transitions by gradient descent, reaching perfect recovery on 8 of 13 IPC domains in the action-names-only setting.

Problem

Learning lifted STRIPS/STRIPS+ action schemas from traces with fully observed states where action arguments are unobserved (or only action names are given), a combinatorially hard isomorphism-like problem usually handled by SAT calls.

Approach

Jointly learn argument selection via an RGCN over state graphs with slot queries and differentiable Sinkhorn assignment, and learnable soft STRIPS precondition/add/delete probabilities over slots, trained end-to-end with BCE losses plus a PCGrad-projected auxiliary loss for minimal effects and maximal preconditions.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: PDDL Generators IPC domains (13 domains)

Benchmarks: 13 IPC domains (Blocks-3, Delivery, Driverlog, Gripper, Hanoi, Logistics, Miconic, N-Puzzle, Satellite, Sokoban, Sokoban

Metrics: precision recall N_s N_c N_sc

Baselines: L1 (Balyo 2024) RIM-like MLP-effects variant

Builds on: STRIPS+ RGCN Sinkhorn algorithm PCGrad RIM

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