Introduction to the Theory of Computation 3rd Edition Sipser Solutions Manual

1. Ch 0: Introduction
2. 0.1 Automata, Computability, and Complexity
3. 0.2 Mathematical Notions and Terminology
4. 0.3 Definitions, Theorems, and Proofs
5. 0.4 Types of Proof
6. Exercises
7. Problems
8. Selected Solutions
9. Part 1: Automata and Languages
10. Ch 1: Regular Languages
11. Introduction
12. 1.1 Finite Automata
13. 1.2 Nondeterminism
14. 1.3 Regular Expressions
15. 1.4 Nonregular Languages
16. Exercises
17. Problems
18. Selected Solutions
19. Ch 2: Context-Free Languages
20. Introduction
21. 2.1 Context-Free Grammars
22. 2.2 Pushdown Automata
23. 2.3 Non-Context-Free Languages
24. 2.4 Deterministic Context-Free Languages
25. Exercises
26. Problems
27. Selected Solutions
28. Part 2: Computability Theory
29. Ch 3: The Church–Turing Thesis
30. Introduction
31. 3.1 Turing Machines
32. 3.2 Variants of Turing Machines
33. 3.3 The Definition of Algorithm
34. Exercises
35. Problems
36. Selected Solutions
37. Ch 4: Decidability
38. Introduction
39. 4.1 Decidable Languages
40. 4.2 Undecidability
41. Exercises
42. Problems
43. Selected Solutions
44. Ch 5: Reducibility
45. Introduction
46. 5.1 Undecidable Problems From Language Theory
47. 5.2 A Simple Undecidable Problem
48. 5.3 Mapping Reducibility
49. Exercises
50. Problems
51. Selected Solutions
52. Ch 6: Advanced Topics in Computability Theory
53. Introduction
54. 6.1 The Recursion Theorem
55. 6.2 Decidability of logical theories
56. 6.3 Turing Reducibility
57. 6.4 A Definition of Information
58. Exercises
59. Problems
60. Selected Solutions
61. Part 3: Complexity Theory
62. Ch 7: Time Complexity
63. Introduction
64. 7.1 Measuring Complexity
65. 7.2 The Class P
66. 7.3 The Class NP
67. 7.4 NP-completeness
68. 7.5 Additional NP-complete Problems
69. Exercises
70. Problems
71. Selected Solutions
72. Ch 8: Space Complexity
73. Introduction
74. 8.1 Savitch’s Theorem
75. 8.2 The Class PSPACE
76. 8.3 PSPACE-completeness
77. 8.4 The Classes L and NL
78. 8.5 NL-completeness
79. 8.6 NL equals coNL
80. Exercises
81. Problems
82. Selected Solutions
83. Ch 9: Intractability
84. Introduction
85. 9.1 Hierarchy Theorems
86. 9.2 Relativization
87. 9.3 Circuit Complexity
88. Exercises
89. Problems
90. Selected Solutions
91. Ch 10: Advanced Topics in Complexity Theory
92. Introduction
93. 10.1 Approximation Algorithms
94. 10.2 Probabilistic Algorithms
95. 10.3 Alternation
96. 10.4 Interactive Proof Systems
97. 10.5 Parallel Computation
98. 10.6 Cryptography
99. Exercises
100. Problems
101. Selected Solutions
102. Selected Bibliography
103. Index

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