Practice Myhill-nerode Relations (4.3) - Algorithms for Regular Languages and Minimization
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Myhill-Nerode Relations

Practice - Myhill-Nerode Relations

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Question 1

Which property of the Myhill-Nerode relation allows the transition function of the minimal DFA to be defined naturally as $\delta_{min}([x]{R_L}, a) = [xa]{R_L}$?

a) Reflexivity
b) Transitivity
c) Finite Index
d) Right-Invariance.

💡 Hint: The transition function describes what happens when you append a symbol. Which property deals with appending symbols? ---

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