A Myhill-Nerode characterization for one-clock deterministic timed automata enables L*-style active learning of the canonical automaton.
Similarly, there is (t 2 ·a)∈Σ K such that:row(s 2(t2 ·a)) =row(s ′ 2),g=ϕ K(r(s 2) +t 2) andd 2 = 0 ifr(s ′
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A Myhill-Nerode Characterization and Active Learning for One-Clock Timed Automata
A Myhill-Nerode characterization for one-clock deterministic timed automata enables L*-style active learning of the canonical automaton.