Question: DFA that is equivalent to a regular expression GNFA equivalent to M: 1) Choose a state q Q. List all preservation paths for q in
DFA that is equivalent to a regular expression

GNFA equivalent to M:

1)
| Choose a state q Q. List all preservation paths for q in N0. |
(qi,qj) = Ri, where qi Q, qi qj, and Ri RE
2) Modify N0 to construct an equivalent GNFA called N1 that contains all states in N0 except for the state you chose.
I don't understand preservation paths and I think I understand 2 but I just need some help to make sure I'm on the right path. Any help is amazing thank you!
M NO
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