filmov
tv
Lecture 31 | Depth First Search DFS | Graph Traversal | Design and Analysis of Algorithms Mujahid
Показать описание
Title: Lecture 31 | Depth First Search (DFS) | Graph Traversal | Design and Analysis of Algorithms (DAA) by Mujahid
Description:
Welcome to Lecture 31 of the Design and Analysis of Algorithms (DAA) series by Mujahid! 🎓
In this lecture, we explore Depth First Search (DFS), a fundamental graph traversal technique. DFS is widely used in solving problems like cycle detection, connectivity checking, and topological sorting.
Topics covered in this lecture:
Introduction to Depth First Search (DFS)
DFS Algorithm: Step-by-Step Explanation
Recursive and Iterative Implementations of DFS
Applications of DFS in graphs
Complexity Analysis of DFS
This lecture provides detailed examples and visual demonstrations to help you understand how DFS works and why it is essential in graph theory and algorithms.
🔔 Subscribe for more tutorials on algorithms, data structures, and computer science concepts!
📚 Watch the full playlist here: [Insert Playlist Link]
📖 Download lecture notes and resources here: [Insert Resource Link]
Key Topics Covered:
What is Depth First Search (DFS)?
DFS Algorithm Explained with Examples
Recursive Implementation of DFS
Iterative Implementation Using Stack
Complexity Analysis of DFS
Applications of DFS in Real-World Problems
💬 Got questions or feedback? Drop them in the comments below!
Follow us for more updates:
🌐 [Website Link]
📸 [Instagram Link]
🐦 [Twitter Link]
Timestamps:
#DepthFirstSearch #DFSAlgorithm #GraphTraversal #DAA #DesignAndAnalysisOfAlgorithms #Mujahid #GraphTheory #Programming #ComputerScience #CodingTutorials #TechEducation #DataStructures
Tags
mathematica
Copy
Edit
Depth First Search, DFS Algorithm, Graph Traversal, Design and Analysis of Algorithms, DAA Lecture 31, Mujahid Lectures, DFS Implementation, Graph Theory, Algorithm Design, Programming Tutorials, Computer Science, Recursive DFS, Iterative DFS, Graph Traversal Techniques, Algorithm Complexity, Real-World DFS Applications, Coding Education
Description:
Welcome to Lecture 31 of the Design and Analysis of Algorithms (DAA) series by Mujahid! 🎓
In this lecture, we explore Depth First Search (DFS), a fundamental graph traversal technique. DFS is widely used in solving problems like cycle detection, connectivity checking, and topological sorting.
Topics covered in this lecture:
Introduction to Depth First Search (DFS)
DFS Algorithm: Step-by-Step Explanation
Recursive and Iterative Implementations of DFS
Applications of DFS in graphs
Complexity Analysis of DFS
This lecture provides detailed examples and visual demonstrations to help you understand how DFS works and why it is essential in graph theory and algorithms.
🔔 Subscribe for more tutorials on algorithms, data structures, and computer science concepts!
📚 Watch the full playlist here: [Insert Playlist Link]
📖 Download lecture notes and resources here: [Insert Resource Link]
Key Topics Covered:
What is Depth First Search (DFS)?
DFS Algorithm Explained with Examples
Recursive Implementation of DFS
Iterative Implementation Using Stack
Complexity Analysis of DFS
Applications of DFS in Real-World Problems
💬 Got questions or feedback? Drop them in the comments below!
Follow us for more updates:
🌐 [Website Link]
📸 [Instagram Link]
🐦 [Twitter Link]
Timestamps:
#DepthFirstSearch #DFSAlgorithm #GraphTraversal #DAA #DesignAndAnalysisOfAlgorithms #Mujahid #GraphTheory #Programming #ComputerScience #CodingTutorials #TechEducation #DataStructures
Tags
mathematica
Copy
Edit
Depth First Search, DFS Algorithm, Graph Traversal, Design and Analysis of Algorithms, DAA Lecture 31, Mujahid Lectures, DFS Implementation, Graph Theory, Algorithm Design, Programming Tutorials, Computer Science, Recursive DFS, Iterative DFS, Graph Traversal Techniques, Algorithm Complexity, Real-World DFS Applications, Coding Education
0:16:46
1:14:41
0:09:13
0:05:03
0:18:31
0:20:27
0:34:39
1:09:03
0:31:20
0:04:54
0:25:26
0:00:59
0:12:26
0:04:12
0:13:46
0:11:18
0:19:11
0:02:17
0:20:44
0:07:13
0:04:37
0:14:38
0:11:47
0:55:28