prove a^n is not regular


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PDF Proving a Language is Not Regular

We've seen in class one method to prove that a language is not regular by proving that it does not satisfy the pumping lemma This method works often but 

PDF Proving languages not regular using Pumping Lemma

To prove that a language L is not regular we use proof by contradiction Here are the steps 1 Suppose that L is regular 2 Since L is regular we apply 

PDF Lecture 9: Proving non-regularity

17 fév 2009 · In this lecture we will see how to prove that a language is not regular We will see two methods for showing that a language is not regular

PDF Languages That Are and Are Not Regular

Theorem: There exist languages that are not regular Proof: (1) There are a countably infinite number of regular languages This true because every description 

PDF 1 Showing Languages are Non-Regular

Proof: Because L is regular there is a finite automaton M such that L is the language recognized by M • Let n be the number of states of M • Let a1a2 an 

  • What is a language that is not regular?

    Definition: A language that cannot be defined by a regular expression is a nonregular language or an irregular language.

  • How do you prove an expression is not regular?

    To show that L is not regular, first, for all N > 0 it is necessary to choose a string w in L with w ≥ N.
    For this, we choose the string aN bN .
    Then, we have to show that for all ways of expressing aN bN as xyz with xy ≤ N, and y ̸= ϵ, there exists a k ≥ 0 such that x(yk)z ̸∈ L.

  • How do you prove regularity?

    Another method to demonstrate regularity is to build a finite automaton, such as a deterministic finite automaton (DFA) or a nondeterministic finite automata (NFA).
    It gives proof that the language is regular if we can show the automaton can recognize the relevant language.

  • A language is a regular language if there is a finite automaton that recognizes it.
    For example, this machine recognizes the language of strings that have an even number of zeroes since any string that has an even number of zeroes will go from the start state to an accepting state.

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