Lecture Series on Data Structures and Algorithms by Dr. Naveen Garg, Department of Computer Science and Engineering ,IIT Delhi
1 - Introduction to Data Structures and Algorithms [53:31]
2 - Stacks [01:04:09]
3 - Queues and Linked Lists [01:00:35]
4 - Dictionaries [53:43]
5 - Hashing [01:01:22]
6 - Trees [43:14]
7 - Tree Walks / Traversals [51:10]
8 - Ordered Dictionaries [56:17]
9 - Deletion [58:32]
10 - Quick Sort [58:44]
11 - AVL Trees [53:41]
12 - AVL Trees [01:00:19]
13 - Trees [49:11]
14 - Red Black Trees [01:04:33]
15 - Insertion in Red Black Trees [48:34]
16 - Disk Based Data Structures [42:36]
17 - Case Study: Searching for Patterns [01:02:01]
18 - Tries [01:01:35]
19 - Data Compression [45:46]
20 - Priority Queues [49:46]
21 - Binary Heaps [41:52]
22 - Why Sorting [48:27]
23 - More Sorting [58:00]
24 - Graphs [56:45]
25 - Data Structures for Graphs [57:48]
26 - Two Applications of Breadth First Search [53:24]
27 - Depth First Search [53:46]
28 - Applications of DFS [59:32]
29 - DFS in Directed Graphs [53:08]
30 - Applications of DFS in Directed Graphs [38:45]
31 - Minimum Spanning Trees [58:51]
32 - The Union [55:14]
33 - Prims Algorithm for Minimum Spanning Trees [01:01:15]
34 - Single Source Shortest Paths [58:58]
35 - Correctness of Dijkstras Algorithm [55:59]
36 - Single Source Shortest Paths [57:42]
These video lectures are delivered by IIT professors as a part of NPTEL project.
Detailed Syllabus
Data Structures
Course objective: The objective of the course is to familiarize students with basic data structures and their use in fundamental algorithms.
Course contents:
Introduction to object oriented programming through stacks,
queues and linked lists.
Dictionaries: skip-lists, hashing, analysis of collision resolution techniques.
Trees, traversals, binary search trees, optimal and average BST’s. 2-4 trees and red-black trees. Tries and pattern matching.
Priority queues and binary heaps. Sorting: merge, quick, radix, selection, heap.
Graphs, Breadth first search and connected components. Depth first search in
directed and undirected graphs and strongly connected components.
Spanning trees: Prim's and Kruskal’s algorithm, union-find data structure. Dijkstra’s
algorithm for shortest paths, shortest path tree.
Directed acyclic graphs: topological sort and longest path.
Lecture outline with topics | no. of lectures |
Introduction to object oriented programming through stacks, queues and linked lists | 4 |
Dictionaries: skip-lists, hashing, analysis of collision resolution techniques | 5 6 4 |
Tries and pattern matching. Priority queues and binary heaps | 5 |
Sorting: merge, quick, radix, selection, heap | 3 |
Introduction to Graphs, Breadth first search and connected components | 3 |
Depth first search in directed and undirected graphs and strongly connected components | 3 |
Spanning trees: Prim's and Kruskal's algorithm, union-find datastructure. | 4 |
Dijkstra's algorithm for shortest path. shortest path tree. Shortest and longest paths in directed acyclic graphs | 5 |
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