1. This algorithm represents a graph using adjacency matrix. 2. This method of representing graphs is not efficient. 3. The time complexity of this algorithm is O(v*v). Problem Solution 1. This algorithm takes the input of the number of vertex. ...
// test adjacency matrix representation of a weighted digraph#include <iostream> #include "adjacencyWDigraph.h" #include "weightedEdge.h"using namespace std;void main(void) { adjacencyWDigraph<int> g(4); cout << "Number of Vertices = " << g.numberOfVertices() << endl;...
"lin_0912.h"usingnamespacestd;intmain() { Matrix <bool> graph(6,6); graph.at(0, 1)=true; graph.at(0,2)=true; graph.at(2,0)=true; graph.at(2,1)=true; graph.at(3,4)=true; graph.at(3,5)=true; graph.at(4,3)=true; graph.at(5,3)=true; cout<<is_connected(graph)<...
This is a C++ based software project consisting of several modules-libraries and the main.cpp file which is considered as a separate module. The code works with pre-created PCC as the set of its incidence and adjacency matrices represented in a sparse matrix form. It is intended to be launc...