Theory-of-Computation

Learn Theory of Computation TOC for GATE 2028 by Amit Khurana Sir Hinglish with comprehensive video tutorials and hands-on projects.

Amit Khurana

Meet Your Instructor: Amit-Khurana

Amit Khurana is a highly respected and experienced GATE mentor specializing in Electronics and Communication Engineering (ECE), renowned for his ability to simplify complex electronics concepts and guide students through rigorous exam preparation. With over a decade of teaching experience, Amit has established himself as one of the most effective GATE educators in India, helping thousands of students achieve their dream of securing top ranks in the prestigious GATE examination. His unique approach combines comprehensive coverage of subjects like Digital Electronics, Control Systems, Signals and Systems, and Communication Engineering with strategic problem-solving techniques. Amit's bilingual teaching methodology, covering both English and Hinglish, makes complex concepts accessible to a diverse student base, while his intensive problem-solving drills ensure students are well-prepared for the competitive examination environment.

GATE ECEDigital ElectronicsControl Systems

Experience: 10+ years

Students Helped: 100000+

Specialization: GATE Preparation

Course Overview

This comprehensive course is designed to take you from foundational concepts to advanced implementation in gate preparation. You'll learn through conceptual clarity with bilingual english and hinglish explanations, intensive problem-solving drills, and strategic exam preparation techniques, building real-world projects that demonstrate your skills and enhance your portfolio.

Whether you're looking to start a new career in technology or advance your current skills, this course provides the structured learning path and practical experience you need to succeed in today's competitive tech industry.

Course Curriculum

Master finite automata and regular languages
Understand context-free grammars and pushdown automata
Learn Turing machines and computability theory
Master decidability and complexity theory concepts
Solve GATE-level problems on formal languages
Understand computational complexity classes (P, NP, NP-Complete)

Course Content

1

Ambiguity in CFG

Video 1
2

Reduction of CFG

Video 2
3

Normal Forms (CNF and GNF)

Video 3
4

Introduction to PDA part 1

Video 4
5

Introduction to PDA part 2

Video 5
6

Introduction to PDA part 3

Video 6
7

PDA PYQ , Identifying DCFL

Video 7
8

Closure properties of DCFL and some Additional Closure properties

Video 8
9

Introduction to Turing machines part 1

Video 9
10

Introduction to Turing machines part 1

Video 10
11

Introduction to Turing machines part 2, Church turing thesis

Video 11
12

Variations of TM

Video 12
13

Decidability part 1

Video 13
14

Decidability part 2

Video 14
15

Decidability part 3

Video 15
16

Decidability part 4

Video 16
17

Decidability part 5

Video 17
18

Decidability part 5(Rice Theorem)

Video 18
19

Syllabus of TOC

Video 19
20

Syllabus of TOC

Video 20
21

lecture 1- Basic Terms Used in TOC

Video 21
22

lecture 2 Introduction to FA

Video 22
23

lecture 3 Construction of FA part 1

Video 23
24

lecture 4 Construction of FA part 2

Video 24
25

lecture 5 Construction of FA part 3

Video 25
26

lecture 6 Construction of FA part 4

Video 26
27

lecture 7 Construction of FA part 5 , NFA to DFA conversion

Video 27
28

lecture 8 Minimization of states of DFA , NFA with null move

Video 28
29

lecture 9 NFA with null move, Intro to Grammars

Video 29
30

lecture 10 Chomsky hierarchy

Video 30
31

lecture 11 Construction of regular grammars

Video 31
32

lecture 12 Construction of regular grammars, Context Free Grammars

Video 32
33

lecture 13 Construction of Context Free Grammars

Video 33
34

lecture 17 closure properties of languages

Video 34
35

lecture 18 closure properties of RE and REC languages

Video 35
36

lecture 19 Regular Expression part 1

Video 36
37

lecture 20 Regular Expression part 2

Video 37
38

lecture 21 FA to regular Expressions (Arden's Theorem)

Video 38
39

lecture 22 FA to regular Expressions (State Elimination Method), R.E to FA

Video 39
40

lecture 23 Pumping Lemma Part 1

Video 40
41

lecture 24 lecture - Pumping Length

Video 41
42

lecture 25 Counting FA and My hill nerode theorem

Video 42
43

lecture 14- Construction of Context Free Grammars and context sensitive grammars

Video 43
44

lecture 15- Some exceptional questions on regular languages

Video 44
45

lecture 16- Identifying the type of language

Video 45

Requirements

  • Basic understanding of formal languages and automata
  • Knowledge of mathematical logic and set theory
  • Internet connection for video streaming
  • Notebook for drawing state diagrams and proofs
  • GATE exam preparation mindset and dedication

Course Features

Lifetime Access
Certificate of Completion
Mobile and Desktop Access
Downloadable Resources
Community Support

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