Lisbon, Portugal. July 20-23, 2026.
ISSN: 2334-1033
ISBN: 978-1-956792-18-8
Copyright © 2026 International Joint Conferences on Artificial Intelligence Organization
The Optimal In-Station Train Dispatching (InSTraDi) problem consists in commanding the movements of trains inside a railway station while both (i) respecting safety, time, and travel constraints and (ii) minimizing delays.
In Symbolic Pattern Planning (SPP), a pattern, suggesting the sequence of happenings to reach the goal, is encoded in a logic formula whose models correspond to valid plans.
If no valid plan is found, the pattern is extended until it covers a valid plan. However, plans of better quality could exist if we had continued extending the pattern.
In this paper, we formalize the InSTraDi problem as a Temporal Planning Task with Intermediate Conditions and Effects, and we show an InSTraDi-dependent way to construct, in polynomial time, a pattern ensuring the optimal plan can be found by the SPP approach without never extending the pattern. Analysis on realistic railway data validate our approach.