minimized dfa for regular expression


  • How do you construct a minimized DFA from a regular expression?

    Explanation: The DFA can be minimized to two states and the second state is final state .
  • How many states are required for a minimized DFA to represent the regular expression?

    To get the minimum number of states in such a DFA, we can use the Myhill-Nerode theorem beginning with the empty string: the empty string can be followed by any string in the language. Call its equivalence class [e] the string 0 cannot be followed by anything since valid base-3 representations don't have leading 0s.
  • How do you find the minimum states in DFA?

    Two states are distinguishable, if there is at least one string S, such that one of ? (X, S) and ? (Y, S) is accepting and another is not accepting. Hence, a DFA is minimal if and only if all the states are distinguishable.
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Minimizing NFA's and Regular Expressions

Minimizing NFA's and Regular Expressions

Source: SpringerLink

DFA to Regular Expression

DFA to Regular Expression

Source: Examples

DFA to Regular Expression

DFA to Regular Expression

Source: Examples

Convert Regular Expression to DFA - YouTube

Convert Regular Expression to DFA - YouTube

Source:https://online.fliphtml5.com/yazj/gtsm/files/large/1.jpg

Homework Equivalence and DFA Minimization Pages 1 - 6 - Flip PDF

Homework Equivalence and DFA Minimization Pages 1 - 6 - Flip PDF

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PDF) Memory-Efficient Regular Expression Search Using State Merging

PDF) Memory-Efficient Regular Expression Search Using State Merging

Source:https://th2zz.github.io/img_520/7.png



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