Easy Computer Engineering

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Please do watch Playlist of Theory of Computation(TOC), System Programming(SP), Compiler Design, Software Lab V(SLV), Object Oriented and Programming Language(OOPL) respectively
https://www.youtube.com/playlist?list=PLmTa8pFVIi6dCGK3PwFVUVamB6BLM8yAP
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https://www.youtube.com/playlist?list=PLmTa8pFVIi6fsipbBfTEY-D_JZqP4JBva
Thank you.

Designing a Post Machine for L = { aⁿbⁿ } | Step-by-Step Explanation: #PDA Example 1|TOC | Lect 68
Designing a Post Machine for L = { aⁿbⁿ } | Step-by-Step Explanation: #PDA Example 1|TOC | Lect 68
Post Machine: Definition & Transition Functions | Basic & Explanation | Example 1 | TOC | Lecture 67
Post Machine: Definition & Transition Functions | Basic & Explanation | Example 1 | TOC | Lecture 67
Design Pushdown Automata for Palindrome WcWᴿ | PDA Example 6 | PDA 8 | TOC | Lecture 66
Design Pushdown Automata for Palindrome WcWᴿ | PDA Example 6 | PDA 8 | TOC | Lecture 66
Design Pushdown Automata for aⁿb²ⁿ | PDA Example 5 | PDA 7 | TOC | Lecture 65
Design Pushdown Automata for aⁿb²ⁿ | PDA Example 5 | PDA 7 | TOC | Lecture 65
Design Pushdown Automata for Equal Number of 'a' and 'b' | PDA Example 4 | PDA 6 | TOC | Lecture 64
Design Pushdown Automata for Equal Number of 'a' and 'b' | PDA Example 4 | PDA 6 | TOC | Lecture 64
Design Pushdown Automata for Language aⁿbᵐ :n is Less m | PDA Example 3 | PDA 5 | TOC | Lecture 63
Design Pushdown Automata for Language aⁿbᵐ :n is Less m | PDA Example 3 | PDA 5 | TOC | Lecture 63
Проектирование автоматов с магазинной логикой для языка aⁿbᵐ: n больше m | Пример PDA 2 | PDA 4 |...
Проектирование автоматов с магазинной логикой для языка aⁿbᵐ: n больше m | Пример PDA 2 | PDA 4 |...
Design Pushdown Automata for Language aⁿbⁿ | PDA Example 1 | PDA 3 | TOC | Lecture 61
Design Pushdown Automata for Language aⁿbⁿ | PDA Example 1 | PDA 3 | TOC | Lecture 61
Formal Definition of PDA and Stack Operations in PDA | PDA 2| Theory of Computation| TOC| Lecture 60
Formal Definition of PDA and Stack Operations in PDA | PDA 2| Theory of Computation| TOC| Lecture 60
Basics of Pushdown Automata | PDA 1 | Theory of Computation | TOC | Lecture 59
Basics of Pushdown Automata | PDA 1 | Theory of Computation | TOC | Lecture 59
Greibach Normal Form of a Grammar: Example 1 | Theory of Computation | TOC | Lecture 58
Greibach Normal Form of a Grammar: Example 1 | Theory of Computation | TOC | Lecture 58
Chomsky Normal Form of a Grammar: Example 2 | Theory of Computation | TOC | Lecture 57
Chomsky Normal Form of a Grammar: Example 2 | Theory of Computation | TOC | Lecture 57
Chomsky Normal Form of a Grammar: Example 1 | Theory of Computation | TOC | Lecture 56
Chomsky Normal Form of a Grammar: Example 1 | Theory of Computation | TOC | Lecture 56
Simplification of Context Free Grammar(CFG) Reduction of Context Free Grammar |TOC | Lect 55
Simplification of Context Free Grammar(CFG) Reduction of Context Free Grammar |TOC | Lect 55
Elimination of Unit Production| Part 3| Simplification of Context Free Grammar(CFG) |TOC | Lect 54
Elimination of Unit Production| Part 3| Simplification of Context Free Grammar(CFG) |TOC | Lect 54
Elimination of Epsilon Production Part 2 | Simplification or Reduction of CFG | TOC | Lecture 53
Elimination of Epsilon Production Part 2 | Simplification or Reduction of CFG | TOC | Lecture 53
Elimination of Useless Symbols, Non-Reachable & Non-Generating Symbols | Part 1 | TOC | Lecture 52
Elimination of Useless Symbols, Non-Reachable & Non-Generating Symbols | Part 1 | TOC | Lecture 52
Написание грамматики для языка | Примеры контекстно-свободной грамматики (CFG) | Содержание | Лек...
Написание грамматики для языка | Примеры контекстно-свободной грамматики (CFG) | Содержание | Лек...
Context-Free Grammar: Derivation Process | Leftmost & Rightmost Derivation | TOC | Lecture 49
Context-Free Grammar: Derivation Process | Leftmost & Rightmost Derivation | TOC | Lecture 49
Introduction to Context-Free Grammar and Languages | Formal Definition & Examples | TOC | Lecture 48
Introduction to Context-Free Grammar and Languages | Formal Definition & Examples | TOC | Lecture 48
Finite Automata in 5 Hours | Complete Finite Automata in Theory of Computation | TOC
Finite Automata in 5 Hours | Complete Finite Automata in Theory of Computation | TOC
How to Solve Using Pumping Lemma | Example 3 | Theory of Computation | Part 3 | TOC | Lecture 47
How to Solve Using Pumping Lemma | Example 3 | Theory of Computation | Part 3 | TOC | Lecture 47
How to Solve Using Pumping Lemma|Palindrome Example|Theory of Computation |Part 2 | TOC | Lecture 46
How to Solve Using Pumping Lemma|Palindrome Example|Theory of Computation |Part 2 | TOC | Lecture 46
Pumping Lemma for Regular Languages & Example | Theory of Computation | Part 1 | TOC | Lecture 45
Pumping Lemma for Regular Languages & Example | Theory of Computation | Part 1 | TOC | Lecture 45
Find Regular Expression (R.E.) for FA Using Arden's Theorem | University Example | TOC | Lecture 44
Find Regular Expression (R.E.) for FA Using Arden's Theorem | University Example | TOC | Lecture 44
Find Regular Expression (R.E.) for Finite Automata Using Arden's Theorem | TOC | Lecture 43
Find Regular Expression (R.E.) for Finite Automata Using Arden's Theorem | TOC | Lecture 43
Proof of Arden’s Theorem in Theory of Computation | TOC | Lecture 42
Proof of Arden’s Theorem in Theory of Computation | TOC | Lecture 42
How to Write a Regular Expression for a Given Finite Automata | TOC | Lecture 41
How to Write a Regular Expression for a Given Finite Automata | TOC | Lecture 41
How to Write a Regular Language for a Given Regular Expression | TOC | Lecture 40
How to Write a Regular Language for a Given Regular Expression | TOC | Lecture 40
Как построить НКА для заданного регулярного выражения | Пошаговые примеры | Содержание | Лекция 39
Как построить НКА для заданного регулярного выражения | Пошаговые примеры | Содержание | Лекция 39