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Epsilon ε-NFA to DFA Conversion with Example | Eliminate Epsilon ε Moves | TOC | Automata | TAFL
17:12
Epsilon ε-NFA to DFA Conversion with Example | Eliminate Epsilon ε Moves | TOC | Automata | TAFL
Conversion of Finite Automata to Regular Expression | Arden's Theorem | TOC|TAFL|Short tricks 🔥P-4
14:56
Conversion of Finite Automata to Regular Expression | Arden's Theorem | TOC|TAFL|Short tricks 🔥P-4
Write C program to find largest Integer from given set of integers | C programming logic building
12:07
Write C program to find largest Integer from given set of integers | C programming logic building
Find Output of C Program | Logic Building & Problem Solving Techniques in C
3:03
Find Output of C Program | Logic Building & Problem Solving Techniques in C
Write a C Program to Find Profit or Loss Using if else | Logic Building | problem solving using C
10:08
Write a C Program to Find Profit or Loss Using if else | Logic Building | problem solving using C
DFA to Accept Strings Ending with 101 | Construct Deterministic Finite Automata| TAFL |TOC| AKTU
9:27
DFA to Accept Strings Ending with 101 | Construct Deterministic Finite Automata| TAFL |TOC| AKTU
DFA for Binary Numbers Divisible by 4 | Finite Automata | TOC | TAFL |AKTU|Short Trick
8:09
DFA for Binary Numbers Divisible by 4 | Finite Automata | TOC | TAFL |AKTU|Short Trick
C Program to check Number is greater than zero , less than zero or exact zero
8:01
C Program to check Number is greater than zero , less than zero or exact zero
C Program to Print Numbers Using For Loop | Problem Solving Techniques in C
8:06
C Program to Print Numbers Using For Loop | Problem Solving Techniques in C
Program for Find sum of five digits Number | Logic building | C Programming
10:07
Program for Find sum of five digits Number | Logic building | C Programming
Assembly language Program| Find Symbol Table | Literal Table | Base Table and Machine code
18:26
Assembly language Program| Find Symbol Table | Literal Table | Base Table and Machine code
Phases of Compiler with the help of Example | Compiler Design| System Programming
10:45
Phases of Compiler with the help of Example | Compiler Design| System Programming
Write Possible Assembly language program | Macro in System Programming| MNT | MDT
7:06
Write Possible Assembly language program | Macro in System Programming| MNT | MDT
Infix to Postfix Conversion in Data Structure | using STACK Easy Explanation with Examples
8:49
Infix to Postfix Conversion in Data Structure | using STACK Easy Explanation with Examples
Post Correspondence Problem (PCP) Explained | Undecidable Problem in TOC | FLAT Lecture
8:43
Post Correspondence Problem (PCP) Explained | Undecidable Problem in TOC | FLAT Lecture
Hashing in Data Structure | Division Method Explained with Solved Example
5:44
Hashing in Data Structure | Division Method Explained with Solved Example
Construct Binary Search Tree (BST) in DSA | Tree Traversal| Preorder | Inorder | Postorder
6:27
Construct Binary Search Tree (BST) in DSA | Tree Traversal| Preorder | Inorder | Postorder
Greibach Normal Form (GNF)| CFG normal form | TOC | FLAT | Solved Example-5
13:07
Greibach Normal Form (GNF)| CFG normal form | TOC | FLAT | Solved Example-5
Preorder, Inorder and Postorder Traversal | Tree Traversal in DSA | Short Tricks
8:56
Preorder, Inorder and Postorder Traversal | Tree Traversal in DSA | Short Tricks
Graph Representation| Adjacency Matrix| Adjacency List | Adjacency Multi list | Data Structures(DS)
13:51
Graph Representation| Adjacency Matrix| Adjacency List | Adjacency Multi list | Data Structures(DS)
How to Construct Binary Tree Using Preorder and Inorder | Tree traversal |Data Structures (DS)
10:02
How to Construct Binary Tree Using Preorder and Inorder | Tree traversal |Data Structures (DS)
Greibach Normal Form (GNF)| CFG normal form | TOC | FLAT | Solved Example-4
10:28
Greibach Normal Form (GNF)| CFG normal form | TOC | FLAT | Solved Example-4
Greibach Normal Form (GNF) | TOC
12:01
Greibach Normal Form (GNF) | TOC
Pushdown Automata (PDA) to check well-formed Parentheses | TOC | FLAT
11:02
Pushdown Automata (PDA) to check well-formed Parentheses | TOC | FLAT
Pushdown Automata (PDA) for no. of a's greater than or equal to b's | TOC |Explained
5:40
Pushdown Automata (PDA) for no. of a's greater than or equal to b's | TOC |Explained
Pushdown Automata | PDA for a's greater than b's | TOC | PDA Design Explained
12:54
Pushdown Automata | PDA for a's greater than b's | TOC | PDA Design Explained
Pushdown Automata for Equal a's and b's | PDA in TOC | na(w) =nb(w)|Theory of Computation
15:33
Pushdown Automata for Equal a's and b's | PDA in TOC | na(w) =nb(w)|Theory of Computation
Find Relation Matrix | Draw Graph | Transitive closure of Relation | Discrete Mathematics
11:04
Find Relation Matrix | Draw Graph | Transitive closure of Relation | Discrete Mathematics
Transitive Closure of Relation | Discrete Mathematics
7:13
Transitive Closure of Relation | Discrete Mathematics
Implement 8:1 Multiplexer using Boolean Function| Computer Architecture & Digital System
8:10
Implement 8:1 Multiplexer using Boolean Function| Computer Architecture & Digital System