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इस वीडियो में DATA STRUCTURE USING C के Unit–1: Introduction to Data Structures को आसान और स्पष्ट हिंदी भाषा में समझाया गया है।
यह वीडियो COMPUTER SCIENCE Engineering 4th Semester (Polytechnic / Diploma) के छात्रों के लिए बहुत उपयोगी है।
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WHAT WE WILL COVER
UNIT 1: Introduction to Data Structures (6 Periods)
Topics Covered:
Basic Terminology – Data, Data Item, Data Structure, Abstract Data Type (ADT), etc.
Classification of Data Structures –
Linear: Arrays, Linked Lists, Stacks, Queues
Non-linear: Trees, Graphs, Hash Tables
Operations on Data Structures – Insertion, Deletion, Traversal, Searching, Sorting, Merging, etc.
UNIT 2: Linear Data Structures (10 Periods)
A. Stacks:
Introduction to Stacks
Array Representation of Stacks
Operations on a Stack – Push, Pop, Peek, isEmpty, isFull
Applications of Stacks – Expression Evaluation, Undo Mechanism
Infix-to-Postfix Transformation
Evaluating Postfix Expressions
B. Queues:
Introduction to Queues
Array Representation of Queues
Operations on a Queue – Enqueue, Dequeue, Front, Rear
Types of Queues – Simple Queue, Circular Queue, Double-Ended Queue (DeQueue)
Applications of Queues
UNIT 3: Linked Lists (7 Periods)
Singly Linked List – Concept, Representation in Memory
Operations – Insertion, Deletion, Traversal, Searching
Circular Linked Lists
Doubly Linked Lists – Concept, Operations
UNIT 4: Sorting and Searching (7 Periods)
Sorting Techniques:
Bubble Sort
Insertion Sort
Quick Sort
Merge Sort
Searching Techniques:
Linear Search
Binary Search
Symbol Tables
Hash Tables
UNIT 5: Trees and Graphs (12 Periods)
A. Trees:
Basic Terminologies – Node, Root, Leaf, Height, Depth, Level, Degree
Binary Trees – Definition, Representation using Arrays and Linked Lists
Operations – Insertion, Deletion, Traversals (In-order, Pre-order, Post-order)
Types of Binary Trees – Binary Search Tree (BST), AVL Tree, B-Tree
Various Operations of BST, B-Tree, AVL Tree
B. Graphs:
Graph Terminologies – Vertex, Edge, Degree, Path, Cycle, etc.
Representation of Graphs – Adjacency List, Adjacency Matrix
Graph Traversals – BFS (Breadth-First Search), DFS (Depth-First Search)

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