Question: A general transition graph (GTG) is a transition graph with edges labeled by regular expressions. It is complete (on n states) when all2 edges are

A general transition graph (GTG) is a transition graph with edges

A general transition graph (GTG) is a transition graph with edges labeled by regular expressions. It is complete (on n states) when all2 edges are present. Prove that a complete, directed, generalized transition graph with self-loops on n nodes has n* edges A general transition graph (GTG) is a transition graph with edges labeled by regular expressions. It is complete (on n states) when all2 edges are present. Prove that a complete, directed, generalized transition graph with self-loops on n nodes has n* edges

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