i. Convert the following NFA (given in its transition table) to its equivalent DFA using subset construction. [→ denotes start state and * denotes final state(s)] State 1 /Symbol →p {p, q} {p} {r} {s} {s} {r} {} {s} b. *s ii. Convert the NFA/ E-NFA (given in its transition table) to its equivalent DFA using subset construction. State 1 →q0 ql q2 *q3 /Symbol {} {q0} {} {} {ql} {ql} {q2} {} {} {q3} {} {}
i. Convert the following NFA (given in its transition table) to its equivalent DFA using subset construction. [→ denotes start state and * denotes final state(s)] State 1 /Symbol →p {p, q} {p} {r} {s} {s} {r} {} {s} b. *s ii. Convert the NFA/ E-NFA (given in its transition table) to its equivalent DFA using subset construction. State 1 →q0 ql q2 *q3 /Symbol {} {q0} {} {} {ql} {ql} {q2} {} {} {q3} {} {}
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
Related questions
Question
![Convert the following Regular Expressions to their equivalent NFA/E-NFAS using
Thompson's Construction.
i.
(0 + 10 )* 11 (0+ 0*1)* + ( 0 + 10)* (1+e) E={0, 1}
(a*b+c)*(b+ €) E={a, b}
(a(b|c)*)* | (a|b(a|c)*)* E={a, b}
ii.
iii.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5faa7035-dfc3-479a-b113-31be2ca1585e%2F51b788c3-480d-45fd-965f-acfe76436a58%2Fmlgfw_processed.png&w=3840&q=75)
Transcribed Image Text:Convert the following Regular Expressions to their equivalent NFA/E-NFAS using
Thompson's Construction.
i.
(0 + 10 )* 11 (0+ 0*1)* + ( 0 + 10)* (1+e) E={0, 1}
(a*b+c)*(b+ €) E={a, b}
(a(b|c)*)* | (a|b(a|c)*)* E={a, b}
ii.
iii.
![i.
Convert the following NFA (given in its transition table) to its equivalent DFA
using subset construction. [> denotes start state and * denotes final state(s)]
State
1
/Symbol
{p, q}
{r}
{s}
{s}
Convert the NFA/ E-NFA (given in its transition table) to its equivalent DFA using
{p}
{r}
{}
{s}
→p
r
*s
ii.
subset construction.
State
1
→q0
ql
q2
*q3
/Symbol
{q0}
{}
{ql}
{}
{}
{}
{q3}
{}
{ql}
{q2}
{}
{}](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5faa7035-dfc3-479a-b113-31be2ca1585e%2F51b788c3-480d-45fd-965f-acfe76436a58%2Fziyaggh_processed.png&w=3840&q=75)
Transcribed Image Text:i.
Convert the following NFA (given in its transition table) to its equivalent DFA
using subset construction. [> denotes start state and * denotes final state(s)]
State
1
/Symbol
{p, q}
{r}
{s}
{s}
Convert the NFA/ E-NFA (given in its transition table) to its equivalent DFA using
{p}
{r}
{}
{s}
→p
r
*s
ii.
subset construction.
State
1
→q0
ql
q2
*q3
/Symbol
{q0}
{}
{ql}
{}
{}
{}
{q3}
{}
{ql}
{q2}
{}
{}
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