Abstract: Given an alphabet σ, a (directed) graph G whose edges are weighted and σ-labeled, and a formal language L \(\subseteq\) σ*, we consider the problem of finding a shortest (simple) path p in G complying with the additional constraint that l(p) ∃ L. Here l(p) denotes the unique word given by concatenating the σ-labels in G along the path p.
External IDs:dblp:conf/swat/BarrettJM98
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