B DFA->NFA n class we showed how to convert an NFA into an an equivalent DFA. Now show how to lo the opposite: convert a DFA to an equivalent NFA. More specifically, come up with a procedure DFA NFA that converts DFAS to equivalent NFAS. In other words, given some DFA M = (Q, E, 8, q0, F) that satisfies the formal lefinition of DFAS from class, DFANFA(M) should produce some NFA V (Q',E,8', 6, F') that satisfies the formal definition of NFAS and accepts the same anguage as M. %3D
B DFA->NFA n class we showed how to convert an NFA into an an equivalent DFA. Now show how to lo the opposite: convert a DFA to an equivalent NFA. More specifically, come up with a procedure DFA NFA that converts DFAS to equivalent NFAS. In other words, given some DFA M = (Q, E, 8, q0, F) that satisfies the formal lefinition of DFAS from class, DFANFA(M) should produce some NFA V (Q',E,8', 6, F') that satisfies the formal definition of NFAS and accepts the same anguage as M. %3D
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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![3 DFA->NFA
In class we showed how to convert an NFA into an an equivalent DFA. Now show how to
do the opposite: convert a DFA to an equivalent NFA.
More specifically, come up with a procedure DFA NFA that converts DFAs to equivalent
NFAS. In other words, given some DFA M = (Q, E, 8, q0, F) that satisfies the formal
definition of DFAS from class, DFA→NFA(M) should produce some NFA
N = (Q', E, 8', qb, F') that satisfies the formal definition of NFAS and accepts the same
language as M.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8f1bbfcf-80d0-4ee9-897d-b3977d435f0a%2F618378ab-a8ab-47b5-b095-05b6c8510f7b%2F37hzvv4_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3 DFA->NFA
In class we showed how to convert an NFA into an an equivalent DFA. Now show how to
do the opposite: convert a DFA to an equivalent NFA.
More specifically, come up with a procedure DFA NFA that converts DFAs to equivalent
NFAS. In other words, given some DFA M = (Q, E, 8, q0, F) that satisfies the formal
definition of DFAS from class, DFA→NFA(M) should produce some NFA
N = (Q', E, 8', qb, F') that satisfies the formal definition of NFAS and accepts the same
language as M.
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