Can push down automata accepts the regular language?
Table of Contents
- 1 Can push down automata accepts the regular language?
- 2 Is regular language accepted by PDA?
- 3 Which of the following language Cannot defined by DFA but can be defined by PDA?
- 4 Is it true that the language accepted by PDA by empty stack and final states are different languages?
- 5 What is a pushdown automata?
- 6 Is p – q = p ∩ q context free?
Can push down automata accepts the regular language?
But finite automata can be used to accept only regular languages. Pushdown Automata is a finite automata with extra memory called stack which helps Pushdown automata to recognize Context Free Languages. A Pushdown Automata (PDA) can be defined as : Q is the set of states.
Is regular language accepted by PDA?
Every regular language is accepted by some PDA (basically, just ignore the stack…) Stack holds intermediate strings in derivation (left end at top); letters in Σ on top of stack matched against input.
Which among the following Cannot be accepted by regular grammar?
Which among the following cannot be accepted by a regular grammar? Explanation: There exists no finite automata to accept the given language i.e. 0n1n. For other options, it is possible to make a dfa or nfa representing the language set. 6.
Is it true that language accepted by PDA by empty stack and final states are different languages?
These two methods are equivalent, in the sense that a language L has a PDA that accepts it by final state if and only if L has a PDA that accepts it by empty stack. However for a given PDA P, the languages that P accepts by final state and by empty stack are usually different.
Which of the following language Cannot defined by DFA but can be defined by PDA?
Explanation: Language to accept a palindrome number or string will be non-regular and thus, its DFA cannot be obtained. Though, PDA is possible. 10.
Is it true that the language accepted by PDA by empty stack and final states are different languages?
Which of the following Cannot be accepted by Dpda?
7. Which of the following can be accepted by a DPDA? Explanation: Theorem: The language pal of palindromes over the alphabet {0,1} cannot be accepted by any finite automaton , and it is therefore not regular. Explanation:The possible change in the stack contents is a change in the number of A’s on the stack.
Which among the following can be accepted by a regular grammar?
Online Test
| 53. | Which among the following cannot be accepted by a regular grammar? |
|---|---|
| a. | L is a set of numbers divisible by 2 |
| b. | L is a set of binary complement |
| c. | L is a set of string with odd number of 0 |
| d. | L is a set of 0n1n |
What is a pushdown automata?
Pushdown Automata Formally, a pushdown automaton is a nondeterministic machine defined by the 7-tuple (Q, Σ, Γ, δ, q0, Z0, F), where Q is a finite set of states, Σ is an alphabet,
Is p – q = p ∩ q context free?
1. P ∩ Q would be Q, due to the given fact that Q ⊆ P, hence context free but not regular. 2. P − Q = P ∩ Q might not even be a context free language, due to the closure properties of context free languages. 3. Σ∗ − P is equivalently complement of P, hence regular. Refer to closure laws of regular languages.
Why is my string not being accepted by the PDA?
If some 2’s are still left and top of stack is a 0 then string is not accepted by the PDA. Thereafter if 2’s are finished and top of stack is a 0 then for every 3 as input equal number of 0’s are popped out of stack.