According to Turing Which of the Following Questions Is Ambiguous

TMs can accept languages that are not accepted by any PDA with one stack. An unambiguous Turing machine is a special kind of non-deterministic Turing machine which in some sense is similar to a deterministic Turing machine.

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According to the ChurchTuring thesis computable functions are exactly the functions that can be calculated using a mechanical calculation device given unlimited amounts of time and storage space.

. All intelligent beings are intelligent in virtue passing the Turing test. In a nutshell a machine plays the part of the A while Bs part is taken by a human. The answer by apolge presents the proof that it is undecidable whether an arbitrary context free grammar is ambiguous.

Which of the following questions is ambiguous according to Turing. Unambiguous Turing Machine C. C Statement 1 is true and Statement 2 is false.

For any given CFG G to determine whether ɛ belongs to LG. True Turing proposes an imitation game to think about the possibility that machines might be able to think. The question of whether a context free language is inherently ambiguous is a separate one.

Can a machine think. Given two context-free languages there is no Turing machine which will always halt in finite amount of time and give. 3 The Mathematical Objection.

This issue is based on the Turing Test you can read about the Turing Test and what it is by clicking here to summarise it is a test first proposed by Alan Turing where a human and a computer are asked a series of questions and if the interrogator is unable to tell which is the computer the computer has passed the Turing Test the computer is able to think. Leftmost derivation in reverse order. Median response time is 34 minutes for paid subscribers and may be longer for promotional offers.

Which of the following questions is ambiguous according to Turing. Theoretical Computer Science MCQ Questions and Answers. Because of this as Andrej Bauer says what it means for an English.

Formal Languages and Automata Theory Objective type Questions and Answers. 2 The Heads in the Sand Objection. 2 How does Turing respond to the objection according to which machines arent conscious.

But PDA with two stacks can accept any language that a TM can accept. Ambiguity of context-free languages. Which of the following are decidable problems.

5 Arguments from Various Disabilities. Your instruction set is richer than that of a minimal RASP which can implement a universal Turing machine. Given a context-free language there is no Turing machine which will always halt in finite amount of time and give answer whether language is ambiguous or not.

Equivalence of two context-free languages. Response times may vary by subject and question complexity. Rightmost derivation in reverse order D.

A deterministic Turing machine is A. By pointing out that we cant show that other people are conscious either. B Statement 1 and Statement 2 both are false.

Can a particular line of code in a program ever be executed. Engineering Computer Science QA Library Question 3 According to Turing which of the following is true. Equivalently this thesis states that any function which has an algorithm is computable.

Any given CFG is ambiguous or not P4. Even though Turing does not explicitly mention this according to Saygin et al 2000 p465 since the objective of A and B remains unaltered Bs part can be played either by a man or a woman. Which among the following options are correct.

To stimulate our minds by offering various digital tasks. Bottom-up parsers use A. Can a machine think.

None of the mentioned. Computer Science Multiple Choice Questions with Answers for IT exam. 4 The Argument from Consciousness.

To improve the world by allowing us to more efficiently accomplish various tasks. The problem with your question is that there are fundamental differences bewteen natural languages such as English and programming languages such as Java Python or Turing machines. Leftmost derivation B.

Natural languages are inherently ambiguous while programming languages are inherently unambiguous. O Machines and humans may be intelligent in different ways. Recursive Inference using productions from body to head.

Rightmost derivation C. In first question I think 12 is right because halting is undecidable for Turing machine but not sure whether remaining options are decidable or not. You may wish to go through the exercise of building a UTM with your instruction set yourself which would be the actual proof its Turing-complete as opposed to trying to come up with things it cant do.

The undecidability of inherent ambiguity of a CFL was proved by Ginsburg and Ullian JACM January 1966. To be able to carry out any operations that could be done by a human computer. Turing proposed that a human evaluator would judge natural language conversations between a human and a machine designed to generate human-like responses.

Deterministic Finite Automata Qno 19. All intelligence involves computation. Ambiguous Turing Machine B.

6 Lady Lovelaces Objection. Non-Deterministic Finite Automata D. How does Turing respond to the objection according to which machines arent conscious.

8 The Argument from. A ___ is a collection of objects in which we can say whether a given object is in the collection. D Statement 2 is true and Statement 1 is true.

A Statement 1 is true and Statement 2 is true. The Turing test originally called the imitation game by Alan Turing in 1950 is a test of a machines ability to exhibit intelligent behaviour equivalent to or indistinguishable from that of a human. Both the statements are false.

Turing gives the following labels to the objections that he considers. Do two given CFGs generate the same language Is a given CFG ambiguous. 1 The Theological Objection.

7 Argument from Continuity of the Nervous System. Let L1 be CFL and L2 be regular to determine whether L1 and L2 have common elements P3. The language generated by some CFG contains any words of length less than some given number n.

Which of the problems were not answered when the turing machine was invented. Turing 1 Which of the following questions is ambiguous according to Turing. In second question I think 2 is right but not sure about the decidability of non emptiness of CFG and DFSA.

Which of the following are undecidable. In theoretical computer science a Turing machine is a theoretical machine that is used in thought experiments to examine the abilities and limitations of computers. By pointing out that we cant show that other people are conscious either.

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