Solving Disjunctive Temporal Networks with Uncertainty under Restricted Time-Based Controllability using Tree Search and Graph Neural Networks
Kevin Osanlou, Jeremy Frank, Andrei Bursuc, Tristan Cazenave, Eric, Jacopin, Christophe Guettier, J. Benton

TL;DR
This paper introduces a novel approach combining tree search and graph neural networks to efficiently determine restricted time-based controllability in disjunctive temporal networks under uncertainty, improving speed and problem-solving capacity.
Contribution
It presents new semantics for reactive scheduling, R-TDC, and a tree search algorithm guided by graph neural networks, enhancing the efficiency of solving DTNU problems.
Findings
R-TDC retains significant completeness compared to DC.
Tree search solves 50% more problems than the state-of-the-art within the same time.
GNN guidance leads to up to eleven times more problems solved on complex benchmarks.
Abstract
Planning under uncertainty is an area of interest in artificial intelligence. We present a novel approach based on tree search and graph machine learning for the scheduling problem known as Disjunctive Temporal Networks with Uncertainty (DTNU). Dynamic Controllability (DC) of DTNUs seeks a reactive scheduling strategy to satisfy temporal constraints in response to uncontrollable action durations. We introduce new semantics for reactive scheduling: Time-based Dynamic Controllability (TDC) and a restricted subset of TDC, R-TDC. We design a tree search algorithm to determine whether or not a DTNU is R-TDC. Moreover, we leverage a graph neural network as a heuristic for tree search guidance. Finally, we conduct experiments on a known benchmark on which we show R-TDC to retain significant completeness with regard to DC, while being faster to prove. This results in the tree search processing…
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Taxonomy
TopicsFormal Methods in Verification · Eicosanoids and Hypertension Pharmacology
MethodsGraph Neural Network
