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An Automatic Sound and Complete Abstraction Method for Generalized Planning with Baggable Types

AAAI 2025 · Learning theory and algorithms › Combinatorial and search optimization · approach: Classical and HTN planning · 1 citations (OpenAlex)

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Proposes an automatic abstraction from classical planning instances with baggable types into bounded QNP (BQNP, numeric variables change by one), with a sound-but-incomplete BQNP termination test and solver, and proves soundness and completeness for proper baggable domains.

Problem

Generalized planning needs abstractions that are both sound and complete, but existing automatic abstraction methods for generalized planning cannot guarantee soundness, let alone completeness. Also, QNP cannot encode numeric constraints among counters.

Approach

Introduce a counter for each bag (extended attribute-value vector over indistinguishable objects of baggable types) and restrict numeric updates to ±1 (BQNP), yielding a sound and complete abstraction for proper baggable domains; add a sound-but-incomplete termination test for BQNP policies built on SIEVE.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use ABS to generate BQNP abstractions from planning instancesABS · the evaluated planning domainsabstraction timeHelped
Use BQS to solve the generated BQNP problemsBQS · the evaluated planning domainssolving completionMixed
Solve policies with actions affecting many variablesBQS · Gripper-Sim, Gripper-HL, and Ferrymemory useHurt
Remove unchanged facts and conflicting numeric variables and actions during abstractionABS · domains including Transport and Elevatorsnumber of abstract actions and variables: reduced by 50% to 99%Helped

Surprising findings

Limitations

Experimental setup

Datasets: Gripper TyreWorld Ferry Logistics Transport Elevators Floortile Nomystery Zenotravel

Benchmarks: Gripper-Sim Gripper-HL Gripper-HLWB TyreWorld Ferry Logistics Transport Elevators Floortile Nomystery Zenotravel

Metrics: abstraction time number of abstract variables and actions BQNP solving time reduction in ground actions and atoms

Baselines: DSET FONDASP

Builds on: QNP SIEVE DSET Cui et al. uniform abstraction framework for generalized planning Golog

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