Consider the following transition table of an NFA. Convert it to a DFA.abC→q0{q1}{q1}{}q1{q1, q3}{q2}{q1,q3}*q2{q2}{}{q2, q4}q3{q3,q4}q4{}*q4{}{}{}

Consider the following transition table of an NFA. Convert it to a DFA. a →q0 {q1} {q1} {} q1 {q1, q3} {q2} {q1,q3} *q2 {q2} {} {q2, q4} q3 {q3,q4} q4 {} *q4 {} {} {}

Consider the following transition table of an NFA. Convert it to a DFA. a →q0 {q1} {q1} {} q1 {q1, q3} {q2} {q1,q3} q2 {q2} {} {q2, q4} q3 {q3,q4} q4 {} q4 {} {} {}

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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Concept explainers

Pollard's rho algorithm

Pollard's rho algorithm, by John Pollard, is used to factorize integers. The expected running time of this algorithm is proportional to the square root of the size of the smallest prime factor of the composite number that is factorized.

Question

Consider the following transition table of an NFA. Convert it to a DFA.
a
b
C
→q0
{q1}
{q1}
{}
q1
{q1, q3}
{q2}
{q1,q3}
*q2
{q2}
{}
{q2, q4}
q3
{q3,q4}
q4
{}
*q4
{}
{}
{}

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