Master Kruskal's Algorithm: Find the Minimum Spanning Tree & Understand Its Time Complexity π
Learn how Kruskal's Algorithm efficiently constructs the Minimum Spanning Tree of a graph. This video covers its working process, implementation, and time complexity analysis for better understanding of graph algorithms.

Reviving Skills
139 views β’ Jul 12, 2024

About this video
In this video, we explore Kruskal's Algorithm, an essential algorithm for finding the Minimum Spanning Tree (MST) of a weighted, connected graph. Kruskal's Algorithm sorts all the edges of the graph by their weight and adds them one by one to the MST, ensuring no cycles are formed. This greedy algorithm is particularly effective for sparse graphs. We'll cover the step-by-step process of Kruskal's Algorithm, its implementation, and discuss its time complexity. Perfect for students of Design and Analysis of Algorithms (DAA) and anyone interested in graph theory.
#kruskalsalgorithm #minimumspanningtree #graphalgorithms #daa #algorithmdesign #graphtheory #cstheory #coding #programming #techeducation #learnalgorithms #datastructures #algorithmtutorial #computerscience
#kruskalsalgorithm #minimumspanningtree #graphalgorithms #daa #algorithmdesign #graphtheory #cstheory #coding #programming #techeducation #learnalgorithms #datastructures #algorithmtutorial #computerscience
Video Information
Views
139
Likes
3
Duration
2:40
Published
Jul 12, 2024
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