Formal Language & Automata Theory

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Module 5: Undecidability

  1. Q1i. The decision problem is the function from string to _____. (i) char (ii) int (iii) boolean (iv) None of the above20202m

    Module 5: Undecidability

    The decision problem is the function from string to _____.

    (i) char
    (ii) int
    (iii) boolean
    (iv) None of the above

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  2. Q1i. The Halting Problem is (i) Decidable (ii) Undecidable (iii) Context-Free (iv) Regular20252m

    Module 5: Undecidability

    The Halting Problem is

    (i) Decidable
    (ii) Undecidable
    (iii) Context-Free
    (iv) Regular

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  3. Q1j. Which of the following is used to prove many undecidability results? (i) Pumping Lemma (ii) Rice's Theorem (iii) Chomsky Normal Form (iv) Subset Construction20252m

    Module 5: Undecidability

    Which of the following is used to prove many undecidability results?

    (i) Pumping Lemma
    (ii) Rice's Theorem
    (iii) Chomsky Normal Form
    (iv) Subset Construction

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  4. Q8a. Explain the concept of Universal Turing Machine. How does it help in proving undecidability?20257m

    Module 5: Undecidability

    Explain the concept of Universal Turing Machine. How does it help in proving undecidability?

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  5. Q8b. Write short notes on the following: (i) Deterministic PDA vs. non-deterministic PDA (ii) Universal Turing machine (iii) Non-deterministic Turing machine (iv) Post correspondence problem (PCP)20197m

    Module 5: Undecidability

    Write short notes on the following:
    (i) Deterministic PDA vs. non-deterministic PDA
    (ii) Universal Turing machine
    (iii) Non-deterministic Turing machine
    (iv) Post correspondence problem (PCP)

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  6. Q9a. Write a short note on: Post-correspondence problem20213.5m

    Module 5: Undecidability

    Write a short note on: Post-correspondence problem

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  7. Q9b. Write a short note on: Rice's theorem20257m

    Module 5: Undecidability

    Write a short note on:

    Rice's theorem

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  8. Q9c. Write a short note on: NP-hard problem20203.5m

    Module 5: Undecidability

    Write a short note on: NP-hard problem

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  9. Q9iv. Write short notes on: NP-hard problem20227m

    Module 5: Undecidability

    Write short notes on: NP-hard problem

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