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DFSPaths.java
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package com.program.graph.algo;
import java.util.ArrayList;
import java.util.List;
import java.util.Stack;
public class DFSPaths {
private Graph.Vertex [] edgeTo;
private boolean visited[];
/*
* its a recursive approach no need of method getAdjUnvisitedVertex()
*/
public void dfs(Graph g, Graph.Vertex v){
//visited[g.getIndexOf(v)] = true;
v.visited = true;
for (Graph.Edge e : v.getEdges()) {
Graph.Vertex w = e.getTo();
if (!w.visited) {
edgeTo[g.getIndexOf(w)] = v; // edge path, it says how can w access from v, like edgTo[B] = A;, if we are starting from A,
dfs(g, w);
}
}
}
/*
* Used stack coz want to print path in source to target order else
* we can print it in target to source order without using stack
*/
public void printPath(Graph g, Graph.Vertex source, Graph.Vertex target){
Stack<Graph.Vertex> path = new Stack<Graph.Vertex>();
for(Graph.Vertex v = target; v != source; v = edgeTo[g.getIndexOf(v)]){
path.add(v);
}
path.add(source);
//print paths
while (!path.isEmpty()) {
System.out.println(path.pop());
}
}
public DFSPaths(int size) {
edgeTo = new Graph.Vertex[size];
visited = new boolean[size];
}
public static void main(String[] args) {
List<Graph.Vertex> vertices = new ArrayList<Graph.Vertex>();
Graph.Vertex A = new Graph.Vertex('A');
/*
* If Inner class graph and edge were not static then
* First we have to instantiate Graph and then vertex/edge
* eg :
* Grapg g1 = new Graph();
* Graph.vertex A = g1.new Vertex('A');
*
*/
Graph.Vertex B = new Graph.Vertex('B');
Graph.Vertex C = new Graph.Vertex('C');
Graph.Vertex D = new Graph.Vertex('D');
Graph.Vertex E = new Graph.Vertex('E');
Graph.Vertex F = new Graph.Vertex('F');
Graph.Vertex G = new Graph.Vertex('G');
Graph.Vertex H = new Graph.Vertex('H');
vertices.add(A);
vertices.add(B);
vertices.add(C);
vertices.add(D);
vertices.add(E);
vertices.add(F);
vertices.add(G);
vertices.add(H);
List<Graph.Edge> edges = new ArrayList<Graph.Edge>();
edges.add(new Graph.Edge(0,A,B));
edges.add(new Graph.Edge(0,B,C));
edges.add(new Graph.Edge(0,B,H));
edges.add(new Graph.Edge(0,C,D));
edges.add(new Graph.Edge(0,C,E));
edges.add(new Graph.Edge(0,E,H));
edges.add(new Graph.Edge(0,E,F));
edges.add(new Graph.Edge(0,E,G));
Graph g = new Graph(vertices, edges);
DFSPaths dfs = new DFSPaths(g.getVertices().size());
dfs.dfs(g, A);
dfs.printPath(g, A, F);
}
}