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This video is based on minimum Spanning Trees in Data structures. This Spanning Tree Tutorial will acquaint you with the fundamentals of spanning trees and their importance. It also covers the methodology to generate spanning trees from a given graph.
The topics covered in this video are:
00:00 Introduction to minimum Spanning Tree In Data Structure
01:12 Importance of minimum Spanning Tree In Data Structure
03:22 minimum Spanning Tree In Data Structure and Their Different Types
05:02 What Is a minimum Spanning Tree In Data Structure
08:52 Properties of minimum Spanning Tree In Data Structure
11:26 Applications of minimum Spanning Tree In Data Structure
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What is a Minimum Spanning Tree In Data Structure
Minimum Spanning Tree is a subset of graph G, which has all the vertices covered with the minimum possible number of edges. Each Graph can have multiple spanning trees but only one minimum spanning tree. The spanning-tree structure is used in networking to manage the routing paths. Additionally, it is also useful in finding out the least possible path to lay down a telecommunication network.
What Is a Data Structure?
The short answer is: a data structure is a specific means of organizing data in a system to access and use. The long answer is a data structure is a blend of data organization, management, retrieval, and storage, brought together into one format that allows efficient access and modification. It’s collecting data values, the relationships they share, and the applicable functions or operations.
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