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Run the state minization algorithm on the following
machine, and draw the resulting minimized machine.
Consider the machine M2
It does not conform to our State Minimization Algorithm
input requirements becuase
there are states are not reachable and the machine
actually accepts the empty language. None the less, trace
through the State Minimization algorithm and draw the
machine it produces.
Does the algorithm truly give the "minimum machine" when
there are unreachable states like this?
You can use the State Minimization algorithm to
determine whether or not the language accepted by an arbitrary
DFA is empty. In a few words, outline the process.