Planning for Temporally Extended Goals in Pure-Past Linear Temporal Logic (Extended Abstract)

Luigi Bonassi, Giuseppe De Giacomo, Marco Favorito, Francesco Fuggitti, Alfonso Emilio Gerevini, Enrico Scala

Proceedings of the Thirty-Third International Joint Conference on Artificial Intelligence

Sister Conferences Best Papers. Pages 8378-8383.

https://doi.org/10.24963/ijcai.2024/926

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Abstract

We study classical planning for temporally extended goals expressed in Pure-Past Linear Temporal Logic (PPLTL).

PPLTL is as expressive as Linear-time Temporal Logic on finite traces (LTLf), but as shown in this paper, it is computationally much better behaved for planning.

Specifically, we show that planning for PPLTL goals can be encoded into classical planning with minimal overhead, introducing only a number of new fluents that is at most linear in the PPLTL goal and no spurious additional actions.

Based on these results, we implemented a system called Plan4Past, which can be used along with state-of-the-art classical planners, such as LAMA.

An empirical analysis demonstrates the practical effectiveness of Plan4Past, showing that a classical planner generally performs better with our compilation than with other existing compilations for LTLf goals over the considered benchmarks.

Keywords

  • Planning and Scheduling: General
  • Knowledge Representation and Reasoning: KRR: Knowledge representation languages
  • Knowledge Representation and Reasoning: KRR: Qualitative, geometric, spatial, and temporal reasoning
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