The construction in Theorem1.54 shows that everyGNFA is equivalent to aGNFA with only two states. We can
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The construction in Theorem1.54 shows that everyGNFA is equivalent to aGNFA with only two states. We can show that an opposite phenomenon occurs for DFAs. Prove that for every k > 1, a language Ak ⊆ {0,1}* exists that is recognized by a DFA with k states but not by one with only k − 1 states.
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Dudhat Vaidehi
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