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Responsible SAMRIN SULTHANA
Last Update 01/03/2025
Completion Time 12 hours 41 minutes
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    • Operation-Implementations
    • Deletion
    • Stack Introduction
    • Implementation of Stack ADT Using Arrays
    • Stack Applications Balance Parentheses
    • Example for Conversion of Infix to Postfix
    • Stack Applications-Implementation of Balance Parentheses
    • Stack Applications -Conversion of Infix to Postfix Expression
    • Implementation Conversion of Infix to Postfix Expressions
    • Evaluation of Postfix Expressions With Examples
    • Implementation of Postfix Expressions
    • Queue ADT Using Arrays
    • Implementation of Queue Using Arrays
    • Circular Queue ADT Using Arrays
    • Priority Queue ADT Using Arrays
    • Implementation of Circular Queue Using Arrays
    • Implementation of Priority Queue Using Arrays
    • Advantages, Disadvantages & Applications -Single linked list
    • Double linked list-Introduction
    • Double linked list Creation & Display
    • Implementation of Double linked list Creation & Display
    • Double linked list-Insertion Operations
    • Implementation of Double linked list-Insertion Operations
    • Double linked list-Deletion Operations
    • Implementation of Double linked list-Deletion Operations
    • Circular Linked List-Introduction
    • Circular Linked List-Creation & Display
    • Implementation of Circular Linked List-Creation & Display
    • Circular Linked List-Insertion Operations
    • Circular Linked List-Deletion Operations
    • Text Processing Classifications - Pattern Matching
    • TRIE
    • Graph Introduction
    • Graph Traversal -Breadth First Search (BFS)
    • Implementation of Breadth First Search (BFS)
    • Graph Traversal - Depth First Search (DFS)
    • Implementation of Depth First Search (DFS)
    • Implementation of Brute Force Pattern Matching Algorithm
    • Queue Using Linked List
    • Pattern Matching - Knuth Morris Pratt (KMP)
    • Stack Using Linked List
    • Linear Search
    • Binary Search
    • Sorting Bubble Sort
    • Sorting Insertion Sort