Abstract
We consider the problem of labeling a directed multigraph so that it becomes a synchronized finite automaton, as an ultimate goal to solve the famous Road Coloring Conjecture, cf. [1,2]. We introduce a relabeling method which can be used for a large class of automata to improve their 'degree of synchronization'. This allows, for example, to formulate the conjecture in several equivalent ways.
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More From: International Journal of Foundations of Computer Science
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