int main(){
//-----------------------------------------Loading and Printing the Graph------------------------------
graph *G;
FILE* f;
f = fopen("cost.txt", "r");
G = loadGraph(f);
printf("\n Edges and Costs: \n");
for(int i = 0; i < G->noOfEdges; i++){
printf("[%d <-> %d] --- cost = %d \n", G->pEdge[i].source , G->pEdge[i].destination, G->pEdge[i].weight);
}
//------------------------------------------------END---------------------------------------------------
//-----------------------------------------------PRIM---------------------------------------------------
int V[50][50], Q[50], H[50], n = 0, r = 0, k=0; //----| Data for Prim's Alg
// ce reprezinta???
k = prim(V, Q, H, n, r, G);
printf("\n Prim: \n");
displayMST(H, n);
printf("\n MST cost = %d \n", k);
//-----------------------------------------------END------------------------------------------------------
//---------------------------------------------Kruskall---------------------------------------------------
int p, m, L[20]; //----| Data for Kruskall's Alg
krusk(n, m, L, G);
//-----------------------------------------------END-----------------------------------------------------
system("pause");
}
int main() {
InitGraphics();
SetWindowTitle("CS106 Pathfinder");
cout << "This masterful piece of work is a graph extravaganza!" << endl
<< "The main attractions include a lovely visual presentation of the graph" << endl
<< "along with an implementation of Dijkstra's shortest path algorithm and" << endl
<< "the computation of a minimal spanning tree. Enjoy!" << endl;
Graph graph;
Map<coordT> nodeCor;
string loc1, loc2, image;
image = loadGraphFile(graph, nodeCor);
drawMap(graph, nodeCor);
while (true) {
int choice = promptForChoice();
switch (choice) {
case 1:
graph.clear();
nodeCor.clear();
image = loadGraphFile(graph, nodeCor);
drawMap(graph, nodeCor);
break;
case 2:
cout << endl;
loc1 = getLocName("Click on starting location... ", nodeCor);
loc2 = getLocName("Click on ending location... ", nodeCor);
displayMinPath(graph, nodeCor, loc1, loc2);
break;
case 3:
InitGraphics();
DrawNamedPicture(image);
drawVertices(nodeCor);
displayMST(graph, nodeCor);
break;
case 4:
displayDomSet(graph, nodeCor);
break;
case 5: exit(0);
}
}
return (0);
}