Problem Statement: EXPERIMENT NO: 6 (C) Represent a given graph using adjacency matrix/list to perform DFS and using adjacency list to perform BFS. Use the map of the area around the college as the ...

The first line of the input contains a positive integer n, the number of vertices in the graph, in the range 1 to 1000. The next lines represents the Adjacency matrix representation of the given graph ...

The numerically challenging problem of generating the Jordan canonical form is attacked exclusively for a class of zero-one square matrices with the property that each column has at most one nonzero ...

This paper presents a technique that enables users to effortlessly find a matrix reordering they want. Specifically, we design a generative model that learns a latent space of diverse matrix ...