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Rashtrasant Tukadoji Maharaj Nagpur University, Maharashtra
Artificial Intelligence
Theory of Computation
Rashtrasant Tukadoji Maharaj Nagpur University, Maharashtra, Artificial Intelligence Semester 4, Theory of Computation Syllabus
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Unit - 1 Strings
Unit 1
Strings
1.1 Strings Alphabet Language operations Finite state machine definitions
1.2 Finite automation model
1.3 Acceptance of strings and language
1.4 Non deterministic finite automation
1.5 Deterministic finite automation
1.6 Equivalence between NFA and DFA
1.7 Conversion of NFA into DFA
1.8 Moore and Mealy machines
Unit 1
Strings
1.1 Strings Alphabet Language operations Finite state machine definitions
1.2 Finite automation model
1.3 Acceptance of strings and language
1.4 Non deterministic finite automation
1.5 Deterministic finite automation
1.6 Equivalence between NFA and DFA
1.7 Conversion of NFA into DFA
1.8 Moore and Mealy machines
Unit - 2 Regular sets
Unit 2
Regular sets
2.1 Regular sets
2.2 Regular expressions
2.3 Identity rules
2.4 Manipulation rules
2.5 Manipulation of regular expressions
2.6 Pumping lemma
2.7 Closure properties of regular sets
2.8 Chomsky hierarchy of languages
2.9 Regular Grammars Right linear and left linear grammars
2.10 Equivalence between regular linear programming and FA
Unit 2
Regular sets
2.1 Regular sets
2.2 Regular expressions
2.3 Identity rules
2.4 Manipulation rules
2.5 Manipulation of regular expressions
2.6 Pumping lemma
2.7 Closure properties of regular sets
2.8 Chomsky hierarchy of languages
2.9 Regular Grammars Right linear and left linear grammars
2.10 Equivalence between regular linear programming and FA
Unit - 3 Context free grammar
Unit 3
Context Free Grammar
3.1 Context Free Grammar
3.2 Derivation Trees
3.3 Chomsky normal form Greibach normal form
3.4 Push down automata Definition
3.5 Model acceptance of CFL
3.6 Equivalence of CFL and PDA Inter conversion
3.7 Closure properties of CFL
3.8 Pumping lemma for CFL
Unit 3
Context Free Grammar
3.1 Context Free Grammar
3.2 Derivation Trees
3.3 Chomsky normal form Greibach normal form
3.4 Push down automata Definition
3.5 Model acceptance of CFL
3.6 Equivalence of CFL and PDA Inter conversion
3.7 Closure properties of CFL
3.8 Pumping lemma for CFL
Unit - 4 Turing Machine
Unit 4
Turing Machine
4.1 Turing Machine Definition Model of TM
4.2 Design of TM
4.3 Universal Turing Machine
4.4 Computable function
4.5 Recursive enumerable language
4.6 Types of TM’s
4.7 Linear Bounded Automata
4.8 Context sensitive language
Unit 4
Turing Machine
4.1 Turing Machine Definition Model of TM
4.2 Design of TM
4.3 Universal Turing Machine
4.4 Computable function
4.5 Recursive enumerable language
4.6 Types of TM’s
4.7 Linear Bounded Automata
4.8 Context sensitive language
Unit - 5 Decidability and Undecidability of problems
Unit 5
Decidability and Undecidability of problems
5.1 Decidability and Undecidability of problems
5.2 Properties of recursive and recursively enumerable languages
5.3 Halting problems
5.4 Post correspondence problem
5.5 Ackerman function
5.6 Churchs’ hypothesis
5.7 Recursive and Primitive Functions
5.8 Bounded Minimization
5.9 Unbounded Minimization
Unit 5
Decidability and Undecidability of problems
5.1 Decidability and Undecidability of problems
5.2 Properties of recursive and recursively enumerable languages
5.3 Halting problems
5.4 Post correspondence problem
5.5 Ackerman function
5.6 Churchs’ hypothesis
5.7 Recursive and Primitive Functions
5.8 Bounded Minimization
5.9 Unbounded Minimization
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Other Subjects of Semester-4
Database management system
Microcontroller and embedded systems
Object oriented programming using java
Introduction to artificial intelligence
Mathematical foundations for artificial intelligence
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