6.2 Example: Finite Automata

Let A be a finite set whose element we call letters. A finite automaton over A consists of a finite set Q, whose elements we call states, a finite set of single letter transitions D \subseteq Q \times A\times Q, a set of initial states I \subseteq Qand a set of final states F \subseteq Q.



Denys Duchier, Claire Gardent and Joachim Niehren
Version 1.3.99 (20050412)