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157 |
157 |
158 Give a regular expression that can recognise the same language as |
158 Give a regular expression that can recognise the same language as |
159 this automaton. (Hint: If you use Brzozwski's method, you can assume |
159 this automaton. (Hint: If you use Brzozwski's method, you can assume |
160 Arden's lemma which states that an equation of the form $q = q\cdot r + s$ |
160 Arden's lemma which states that an equation of the form $q = q\cdot r + s$ |
161 has the unique solution $q = s \cdot r^*$.) |
161 has the unique solution $q = s \cdot r^*$.) |
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162 |
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163 \item If a non-deterministic finite automaton (NFA) has |
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164 $n$ states. How many states does a deterministic |
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165 automaton (DFA) that can recognise the same language |
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166 as the NFA maximal need? |
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167 |
162 \end{enumerate} |
168 \end{enumerate} |
163 |
169 |
164 \end{document} |
170 \end{document} |
165 |
171 |
166 %%% Local Variables: |
172 %%% Local Variables: |