Suggested: (a+b)* nfa - construct nfa with epsilon for the re=(a/b)*ab - nfa starting with a and ending with b - find є-nfa for the regular expression (a+b)*ab - obtain nfa for the regular expression (a+b)*a(a+b)* - obtain nfa for regular expression a*+b*+c* - draw nfa for the regular expression a(a+b)*ab - (a b)*ab nfa to dfa - convert the given regular expression ab+a*b* to nfa - construct the nfa equivalent to the re a*b*c* - nfa for even a's and odd b's - construct a-nfa for the regular expression (a+b)*ab(a+b)* - convert regular expression (a/b)*ab to nfa - (a+b)* nfa Browse related:
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