1. (*) Find regular expressions to define the following tokens: string constants, boolean constants, hexadecimal numbers. 2. Write a regular expression that matches the following positive cases and does not match the following negative cases. Try to make the regular expression as general as possible. positive: 0, 10, 31, 1b, OB, 12x, 2aX, 1234567890, 11111000b, 123456789abcdefX, -0, -1b, -1bx negative: 00, 010, 31b, 1c, Od, xx, OcX, a, 2b, 3B, gX, -a, --1, 1-1 3. Translate the following regular expressions into one NFA: keywords: 0(12)*, number: [0123]+, special: 171? 4. Translate your NFA from task 3 to a DFA. Show all important steps. qa 5. Minimize the following DFA: 6. (*) When you translate a regular expression to an NFA, and then to a DFA, and then minimize it - do you get a unique re 7. () Translate the DFA from task 5 to a regular expression. Show all important steps. 8. Translate the following grammar to an NFA: A-> aB | bA | b, B-> aC | bB, C-> aA | bC | a 9. (*) Translate the following grammar to an NFA: E -> EOE| id, O -> +|-|*|/ 10. Translate the NFA from task 5 to a grammar.

1. () Find regular expressions to define the following tokens: string constants, boolean constants, hexadecimal numbers. 2. Write a regular expression that matches the following positive cases and does not match the following negative cases. Try to make the regular expression as general as possible. positive: 0, 10, 31, 1b, OB, 12x, 2aX, 1234567890, 11111000b, 123456789abcdefX, -0, -1b, -1bx negative: 00, 010, 31b, 1c, Od, xx, OcX, a, 2b, 3B, gX, -a, --1, 1-1 3. Translate the following regular expressions into one NFA: keywords: 0(12), number: [0123]+, special: 171? 4. Translate your NFA from task 3 to a DFA. Show all important steps. qa 5. Minimize the following DFA: 6. () When you translate a regular expression to an NFA, and then to a DFA, and then minimize it - do you get a unique re 7. () Translate the DFA from task 5 to a regular expression. Show all important steps. 8. Translate the following grammar to an NFA: A-> aB | bA | b, B-> aC | bB, C-> aA | bC | a 9. () Translate the following grammar to an NFA: E -> EOE| id, O -> +|-|*|/ 10. Translate the NFA from task 5 to a grammar.

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

Q1 Q2

1. (*) Find regular expressions to define the following tokens: string constants, boolean constants, hexadecimal numbers.
2. Write a regular expression that matches the following positive cases and does not match the following negative cases.
Try to make the regular expression as general as possible.
positive: 0, 10, 31, 1b, OB, 12x, 2aX, 1234567890, 11111000b, 123456789abcdefX, -0, -1b, -1bx
negative: 00, 010, 31b, 1c, Od, xx, OcX, a, 2b, 3B, gX, -a, --1, 1-1
3. Translate the following regular expressions into one NFA: keywords: 0(12)*, number: [0123]+, special: 171?
4. Translate your NFA from task 3 to a DFA. Show all important steps.
5. Minimize the following DFA:
a
qo
6. (*) When you translate a regular expression to an NFA, and then to a DFA, and then minimize it - do you get a unique result?
7. (*) Translate the DFA from task 5 to a regular expression. Show all important steps.
8. Translate the following grammar to an NFA: A-> aB | bA | b, B-> aC | bB, C-> aA | bC|a
9. (*) Translate the following grammar to an NFA: E -> EOE| id, O-> +| -|*|/
10. Translate the NFA from task 5 to a grammar.

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