Minimum Spanning Tree(MST)
The spanning tree's cost is equal to the sum of the weights of all the tree's edges. Many spanning trees are possible. The spanning tree with the lowest cost among all the spanning trees is known as the minimum spanning tree. There can also be a large number of minimal spanning trees.
Properties of Minimum Spanning Tree (MST)
● Published At Dec 2021
In this article, we will read about the Minimum Spanning Tree( MST) and its properties, including multiplicity, cut property, cycle property, and uniqueness of MST. ... Keep reading ..
Kruskal's Algorithm
By Shreya Deep
● Published At Oct 2021
In this article, we will learn how to find the minimum spanning tree using Kruskal's algorithm.... Keep reading ..
General Problems
We will discuss how to solve different types of questions based on MST: 1. Conceptual questions based on MST, 2. How to find the weight of the minimum spanning tree given the graph, 3. How many minimum spanning trees are possible using Kruskal’s algorithm for a given graph, 4. Out of given sequences, which one is not the sequence of edges added to the MST using Kruskal’s algorithm.
Minimum cost to connect all cities
By Yukti Kumari
● Published At Dec 2021
This article explains how to solve the problem of finding the minimum cost to connect all cities. ... Keep reading ..
Water Connection Problem
By Vibhor Bhatnagar
● Published At Dec 2021
This article will discuss the water connection problem.... Keep reading ..
Commutable Island
By Nishant Rana
● Published At Feb 2022
This blog will cover the question of Commutable Islands and discuss their Time and Space complexity. ... Keep reading ..