I want to prove below statement:
$δ^*(q,wv) = \cup_{p \in δ^*(q,w)} δ^*(p,v)$
However, I'm not exactly sure how to start. Any idea how can i start the proof?
I want to prove below statement:
$δ^*(q,wv) = \cup_{p \in δ^*(q,w)} δ^*(p,v)$
However, I'm not exactly sure how to start. Any idea how can i start the proof?
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What about doing an induction proof based upon the length of the string $wv$? Can we agree that theorem is trivially true if $|wv| = 1$?