Design a automaton to recognize the following language,L={ab"ca" c"aa | n,m21 }?Justify your answer. Map L to Chomsky hierarchy.

SUMMARY: - Hence, We discussed all the points.

Answered: Design a automaton to recognize the…

Design a automaton to recognize the following language, L3{ab"ca" c"aa | n,m21 }? Justify your answer. MapL to Chomsky hierarchy.

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter12: Adding Functionality To Your Classes

Section12.5: Virtual Functions

Problem 5E

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Bare bones programming language

Bare bones programming language is a low-level programming language that gives a detailed stepwise description of a program. It has a tight program design and in-depth understanding of the toolchain. It is based on the target environment and is used for safe coding practices. C programming language is a type of bare bones programming language.

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Design a automaton to recognize the following language,
L={ab"ca" c"aa | n,m21 }?
Justify your answer. Map L to Chomsky hierarchy.

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Design a PDA for the following language: L = {0*1³ | 0 < i < j < 2i}. Hint: remember we showed PDAS both for {a"b"} and {a"b?"}. However, to allow the string to have that range of number of b's, you need to use the nondeterminism: for each 0 push a symbol in the stack and allow the PDA to non-deterministically choose to match 1 or 2 b's to each a.
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design a finite-state automaton to accept the language defined by the regular expression in the referenced exercise from Section 12.1. Input alphabet = {0, 1}; Accepts the set of all strings that start with 0 and contain exactly one 1.
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4. Consider the following languages. ANFAFIN = {(N) | N is an NFA and L(N) is finite} • EREX = {(R) | R is a regular expression and L(R) = 0} • EQREX = {(R, R2) | R, and R2 are regular expressions and L(R) = L(R)} • EQ NFAFINSET = {{N,U) | N is an NFA, U is a finite set of words, and L(N) = U} • ALLREX = {(R) |R is a regular expression and L(R) = {0, 1}*} %3D (a) Answer the following questions based on the NFA N as shown below. Simply say yes or no. (i) Is (N) E ANFAFIN? (ii) Is (0|1)*) E EREX? (iii) Is (00*, 0*0) € EQREX?
Consider the languages L = {a'bm qlxm|1, m 2 0} and Lo = {a2lym}|1, m 2 0}. (Recall from the previous exercise that we would state that L is non-context-free). Which is the simplest model of computation one may use on the language that is the intersection of L and L? Show your reasoning.
4. Consider the following languages. ANFAFIN = {{N) | N is an NFA and L(N) is finite} EREX = {(R) | R is a regular expression and L(R) = 0} • EQREX = {(R1, R2) | Ry and R2 are regular expressions and L(R;) = L(R2)} • EQ NFAFINSET = {(N,U) | N is an NFA, U is a finite set of words, and L(N) = U} • ALLREX = {{R) | R is a regular expression and L(R) = {0,1}*} %3D (a) Answer the following questions based on the NFA N as shown below. Simply say yes or no. 1 (i) Is (N) € ANFAFIN? (ii) Is (0|1)") € EREX? (iii) Is (00", 0*0) € EQREX?
Subject : Theory of Language and Automata