Balujalabs also called Baluja Institute of Technology & Management since 1997.<\/p>\n\n\n\n
Balujalabs.in provides course of data structure to the student to prepare them for job in any field as- Tech lead, Java developer, Blockchain developer etc. their you will get good internship and job to the field of data structure.<\/p>\n\n\n\n
COURSE DETAILS<\/strong>:-<\/mark><\/p>\n\n\n\n Course Duration – 3months<\/strong><\/p>\n\n\n\n Data Structure Syllabus<\/em><\/strong><\/p>\n\n\n\n
Definition
Classification of Data Structures
Description of Various Data Structures 1.4.1 Arrays
Lists
Stack
Queues
Trees
Graph
C++ Memory Map
Memory Allocations in C++
Free Store
Memory Allocation Operators
New
Delete
Memory Leaks
Algorithms
Performance Analysis & Measurement
Space Complexity
Time Complexity
Big OH Notation
Categories of Algorithms
Limitation of OH Notation<\/li>
Introduction
Types of Recursion
Storage Classes
Automatic Storage Class
Register Storage Class
Storage Class
Static Storage Class
Recursion Essentials
Disadvantages of Recursion
Simple Recursive Program
Tower of Hanoi
Recursion vs Iterations<\/li>
Introduction
One-dimensional Arrays
Initializing One-dimensional Array
Accessing One- dimensional Array Elements
Implementation of One-dimensional Array in Memory
Passing Arrays to Function
Insertion in One-dimensional Array
Deleting an Element form One-dimensional Array
Traversing of Array
Merging Two Arrays
Combining All Together
Multi-dimensional Arrays
Initialization of Multidimensional Arrays
Accessing Two-dimensional Arrays Elements
Implementation of Two-dimensional Array
Row- Major Implementation
Column Major Implementation
Pointer and Array
Pointer and One-dimensional Array
Pointer and Multidimensional Arrays
Array of Pointer
Arrays of Structures
Arrays within the Structure
Sparse Matrix
Limitation of Linear Arrays<\/li>
Introduction
Stack Implementation
Operations on Stack
Stack Terminology
Algorithms for Push and Pop
Implementing Stacks Using Pointers
Applications of Stacks
Stack Frames
Reversing a String
Calculation of Postfix Expression
A Notation Conversions
Algorithm for Converting Infix Expression to Postfix form
Algorithm to Evaluate a Postfix Expression<\/li>
Introduction
Queue Implementation
Operations on a Queue
Algorithms for Insertion and Deletion in Queue(Using Arrays)
Algorithm for Addition in a Queue
Algorithm for Deletion From a Queue
Limitation of Simple Queues
Algorithm for Insertion and Deletion in Queue(Using Pointers)
Variations in a Queue
A Circular Queue
Double Ended Queues
Priority Queues<\/li><\/ol>\n<\/div>\n\n\n\n
Introduction
Linked Lists
Advantages
Disadvantages
Key Terms
Representation of Linear Linked List
Operation on Linked List
Type of Linked List
Singly Linked List
Inserting Nodes
Deleting Nodes
Circular Linked List
Inserting A Node at the Beginning
Deleting A Node from the End
The Josephus Problem
Doubly Doubly Linked List
Inserting A Node at the Beginning and the End
Deleting A Node the Beginning and the End
Circular Doubly Linked List
Creation Of Circular Doubly Linked List
Inserting a Node at The Beginning and the End
Deleting a Node from the Beginning and the End<\/li>
Introduction
Tree Terminology
Binary Tree
Strictly Binary Tree
Complete Binary Tree
Extended Binary Tree
Binary Tree Representation
Array Representation of Binary Trees
Linked List Representation of Binary Tree
Creation of on Binary Trees
Operations on Binary Trees
Traversal of a Binary Tree
Inorder \/ Postorder\/ C Preorder Traversal
Technique of Conversion of an Expression into Binary Tree
Binary Search Trees
Insertion of Nodes
Binary Searching for Node
Deletion a Node
Threaded Binary Trees
Height Balanced Trees
B-Tree Insertion
B-Tree Deletion<\/li>
Introduction
Sorting Array
Bubble Sorting
Selection Sorting
Insertion\/Quick\/ Bucket or Radix \/Heap Sort
Heap as a Priority Queue
Sorting Using a Heap
Heapsort Procedure
Efficiency of Heap Sort
Shell Sort
Searching of Array Element
Linear or Sequential Searching
Binary Searching
Hashing
Resolving Hash Clashes by Open Addressing<\/li>
Introduction
Defining Graph
Basic Terminology
Graph Representation
Adjacency Matrix
Adjacency List Representation
Multi-list Representation
Graph Traversal
Breadth-First Traversal
Depth First Traversal
Shortest Path Problem
Warshall’s Algorithm
Floyd’s Algorithm
Dijkstra’s Algorithm
Minimal Spanning Tree
Kruskal’s Algorithm
Prim’s algorithm
Hamiltonian Paths<\/li>
Introduction
Terminology
File Organisation
File Operations
Creation\/Reading\/Insertion\/Deletion of File
Sequential Files
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