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Jharkhand University of Technology, Jharkhand, Computer Engineering Semester 3, Data Structures And Algorithms Syllabus
Data Structures And Algorithms Lecture notes | Videos | Free pdf Download | Previous years solved question papers | MCQs | Question Banks| Syllabus
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Unit - 1 Basic Concepts And Notations
Unit 1
Basic concepts and notations
1.1 Data structures and data structure operations
1.2 Complexity Analysis Mathematical notation and functions
1.3 Algorithmic complexity and time space trade off Big O Notation
1.4 The best average worst cases analysis of various algorithms
1.5 Arrays Linear Multidimensional Arrays
1.6 Representation traversal
1.7 Sorting algorithms Bubble sort
1.8 Selection sort
1.9 Insertion sort
1.10 Merge sort and Quicksort
1.11 Counting Sort
1.12 Linear search and Binary search on sorted arrays
Unit - 2 Abstract Data Types (ADTs) Stack
Unit 2
Abstract Data Types ADTs Stack
2.1 Abstract Data Types ADTs Stack Push Pop
2.2 Stack representation using array and linked list
2.3 Applications of Stack
2.4 Recursion
2.5 Queue Representation using array and linked list
2.6 Insertion and deletion operations
2.7 Circular queue
2.8 Dequeue
2.9 Priority queue
2.10 Linked Lists their types Single Double Circular linked lists
2.11 Operations on Varieties of Linked Lists Search and Update with applications
Unit - 3 Introduction to Trees
Unit 3
Introduction to Trees
3.1 Introduction to Trees
3.2 Binary tree definitions and properties
3.3 Binary tree traversal algorithms with and without recursion
3.4 Binary Search Tree creation insertion and deletion operations
3.5 Threaded tree One way and Two way
3.6 AVL tree balancing
3.7 Btree
Unit - 4 Graph Algorithms
Unit 4
Graph Algorithms
4.1 Graph Algorithms Graphs and their Representations
4.2 Graph Traversal Techniques Breadth First Search BFS and Depth First Search DFS
4.3 Applications of BFS and DFS
4.4 Minimum Spanning Trees MST
4.5 Prim’s and Kruskal’s algorithms for MST
4.6 Connected Components
4.7 Dijkstra’s Algorithm for Single Source Shortest Paths
4.8 Floydd’s Algorithm for AllPairs Shortest Paths Problem
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