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Theory of Computation - CO 303, Odd Sem 2024-25, DTU

Theory of Computation (TOC)

CO 303, Odd Sem 2024-25, DTU
A2 Batch, 3rd Year
Mon 1-3 PM AB4 203, Tue 2-4 PM in AB4 416

Instructor: Garima Chhikara
Email: garimachhikara@dtu.ac.in
Links:


Class No. Date Topic Class Notes
1 8 Aug 2024 Introduction, DFA Aug 8
2 12 Aug 2024 DFA Examples Aug 12
3 22 Aug 2024 DFA Examples Aug 22
4 27 Aug 2024 DFA Examples, NFA Aug 27
5 2 Sep 2024 Conversion NFA to DFA, Minimization DFA, Epsilon NFA Sep 2
6 3 Sep 2024 Conversion Epsilon NFA to NFA, Mealy, Moore Sep 3
7 9 Sep 2024 Regular Expression, Regular Language Sep 9
8 10 Sep 2024 Regular Language Properties Sep 10
9 17 Sep 2024 Regular Grammar, CFG, Ambiguity in CFG Sep 17
10 21 Sep 2024 Simplification of CFG Sep 21
11 1 Oct 2024 CFG Normal Form: CNF, GNF and PDA Oct 1
12 7 Oct 2024 Push Down Automata (PDA) Examples Oct 7
13 8 Oct 2024 Equivalence of PDA and CFG Oct 8
14 21 Oct 2024 Two Stack PDA, Properties of CFL, Turing Machine Oct 21
15 22 Oct 2024 Turing Machine (TM) Oct 22
16 28 Oct 2024 Turing Thesis, Variants of TM, Universal TM Oct 28
17 29 Oct 2024 Recursive, Recursively Enumerable Language, PCP Oct 29

Section Topic Mapping with Videos of Previous Offering
Sec 1 All Lec 1 to 9
Sec 1 Myhill-Nerode Theorem Link
Sec 2 Regular Expression Lec 10, 11, 12
Sec 2 Operators on Regular Expression Link
Sec 2 Algebraic Laws for Regular Expression Link
Sec 2 Kleen Theorem Link
Sec 2 Arden Theorem Link Link Link
Sec 2 Pumping Lemma for RL Video Video Video
Sec 2 Closure and Decision Properties of RL Lec 26
Sec 2 Moore and Mealy Machine Lec 15, 16
Sec 3 Grammar Lec 13, 14
Sec 3 Ambiguity in CFG Lec 23, 24
Sec 3 Simplification of CFG Lec 21
Sec 3 CFG Normal Form: CNF, GNF Lec 22, 23
Sec 5 PDA Lec 16 to 20
Sec 5 Equivalence of PDA and CFG Lec 24, 25
Sec 5 Two Stack PDA Video Video
Sec 4 Closure and Decision Properties of CFL Lec 27
Sec 4 Pumping Lemma for CFL Video Video Video
Sec 6 All Lec 27 to 35
Sec 6 Church's Thesis Link

Grading Policy

Textbook

Acknowledgment

Most of questions in this course are adapted from the Gate Course of RBR.