4 We learned an algorithm for converting any DFA into a regular expression. This problem asks you a few questions about that algorithm. a) In the first phase of the algorithm, we must modify the automaton to make sure it satisfies some properties that are necessary for the algorithm to work correctly. What are those properties? b) Demonstrate how to do the first phase using the DFA below. start c) In the second phase, states are "ripped out" of a GNFA until only two states remain. Using that process, show what happens when state a is ripped out of the GNFA shown below. (You don't have to complete the process, just do this one step.) start +) (0U1) 01'0
4 We learned an algorithm for converting any DFA into a regular expression. This problem asks you a few questions about that algorithm. a) In the first phase of the algorithm, we must modify the automaton to make sure it satisfies some properties that are necessary for the algorithm to work correctly. What are those properties? b) Demonstrate how to do the first phase using the DFA below. start c) In the second phase, states are "ripped out" of a GNFA until only two states remain. Using that process, show what happens when state a is ripped out of the GNFA shown below. (You don't have to complete the process, just do this one step.) start +) (0U1) 01'0
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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Transcribed Image Text:4 We learned an algorithm for converting any DFA into a regular expression. This problem asks you a few questions
about that algorithm.
a) In the first phase of the algorithm, we must modify the automaton to make sure it satisfies some properties that
are necessary for the algorithm to work correctly. What are those properties?
b) Demonstrate how to do the first phase using the DFA below.
start -
0,1
c) In the second phase, states are "ripped out" of a GNFA until only two states remain. Using that process, show
what happens when state a is ripped out of the GNFA shown below. (You don't have to complete the process,
just do this one step.)
start
(OU1)
010
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