Problem 2 Consider the DFA M₂ shown in Figure 1. 1. Convert the DFA M₂ into an equivalent Generalized Nondeterministic Finite Automata (GNFA). 2. Remove state q3 using the method described in class to make a GNFA with one fewer state. Draw the new state diagram. 3. Remove state 92 using the method described in class to make a GNFA with one fewer state. Draw the new state diagram. 4. Give the regular expression for the language recognized by the DFA M2. Ideally, give the regular expression that one gets from running the algorithm given in class and in the book after removing states 93, 92, and q₁ in that order. 91 0 93 92 1 0 0 Figure 1: Figure depicting the DFA M₂ for Problem 2.
Problem 2 Consider the DFA M₂ shown in Figure 1. 1. Convert the DFA M₂ into an equivalent Generalized Nondeterministic Finite Automata (GNFA). 2. Remove state q3 using the method described in class to make a GNFA with one fewer state. Draw the new state diagram. 3. Remove state 92 using the method described in class to make a GNFA with one fewer state. Draw the new state diagram. 4. Give the regular expression for the language recognized by the DFA M2. Ideally, give the regular expression that one gets from running the algorithm given in class and in the book after removing states 93, 92, and q₁ in that order. 91 0 93 92 1 0 0 Figure 1: Figure depicting the DFA M₂ for Problem 2.
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:Problem 2 Consider the DFA M₂ shown in Figure 1.
1. Convert the DFA M₂ into an equivalent Generalized Nondeterministic Finite Automata (GNFA).
2. Remove state q3 using the method described in class to make a GNFA with one fewer state.
Draw the new state diagram.
3. Remove state 92 using the method described in class to make a GNFA with one fewer state.
Draw the new state diagram.
4. Give the regular expression for the language recognized by the DFA M₂. Ideally, give the
regular expression that one gets from running the algorithm given in class and in the book
after removing states 93, 92, and q₁ in that order.
91
1
0
1
93
92
1
0
0
Figure 1: Figure depicting the DFA M₂ for Problem 2.
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