public Topological(Graph.Digraph g)
{
DirectedCycle dc = new DirectedCycle(g);
if (!dc.HasCycle())
{
order = new List <int>();
DepthFirstOrder dfo = new DepthFirstOrder(g);
for (int i = 0; i < dfo.ReversePost.Count; i++)
{
order.Add(dfo.ReversePost.Pop());
}
}
}
/// <summary>
/// Returns the shortest path between a given node and the first matching node in the
/// given graph using breadth-first search. If none exists, the returned path is empty.
/// </summary>
/// <param name="digraph"></param>
/// <param name="source"></param>
/// <param name="match"></param>
/// <returns></returns>
public Path FindPath(Digraph <T> digraph, Node <T> source, Predicate <T> match)
{
var path = new Path();
var parents = new Dictionary <string, string>();
var frontier = new Queue <string>();
parents[source.ToString()] = "";
frontier.Enqueue(source.ToString());
while (frontier.Count > 0)
{
string current = frontier.Dequeue();
if (match(digraph[current].Data) && current != source.ToString())
{
path.Extend(current);
while (parents[current] != "")
{
path.Extend(parents[current]);
current = parents[current];
}
return(path);
}
digraph[current].Neighbors.ForEach(n =>
{
string neighbor = n.ToString();
if (!parents.ContainsKey(neighbor))
{
frontier.Enqueue(neighbor);
parents[neighbor] = current;
}
});
}
// Uncomment to allow source-to-source path:
//if (match(source.Data)) { path.Extend(source.ToString()); }
return(path);
}
private void Bfs(Digraph g, int s)
{
Queue <int> queue = new Queue <int>();
this.marked[s] = true;
this.distTo[s] = 0;
queue.Enqueue(s);
while (queue.Count != 0)
{
int v = queue.Dequeue();
foreach (int i in g.GetAdjacencyList(v))
{
if (!marked[i])
{
this.edgeTo[i] = v;
this.marked[i] = true;
this.distTo[i] = this.distTo[v] + 1;
queue.Enqueue(i);
}
}
}
}
public static void Main(string[] args)
{
string fileName = args[0];
var vAndE = FileReader.Read(fileName);
Digraph dg = new Digraph(vAndE.Item1, vAndE.Item2);
int s = int.Parse(args[1]);
BreathFirstDirectedPaths bfdp = new BreathFirstDirectedPaths(dg, s);
for (int v = 0; v < dg.V; v++)
{
if (bfdp.HasPathTo(v))
{
Console.Write($"{s} to {v} ({bfdp.DistanceTo(v)}): ");
foreach (var x in bfdp.PathTo(v))
{
if (x == s)
{
Console.Write($"-> {s}");
}
else
{
Console.Write($"-> {x}");
}
}
}
else
{
Console.Write($"{s} to {v}: not connected.");
}
Console.WriteLine();
}
}
/// <summary>
/// Returns a path between a source node and the first matching node in the
/// graph using depth-first search. If none exists, the returned path is empty.
/// The returned path is not guaranteed to be the shortest one.
/// </summary>
/// <param name="digraph"></param>
/// <param name="source"></param>
/// <param name="match"></param>
/// <returns></returns>
public Path FindPath(Digraph <T> digraph, Node <T> source, Predicate <T> match)
{
var parents = new Dictionary <string, string>();
parents[source.ToString()] = "";
string result = RecursiveDFS(digraph, source.ToString(), match, parents);
Path path = new Path();
if (result != "")
{
path.Extend(result);
while (parents[result] != "")
{
path.Extend(parents[result]);
result = parents[result];
}
}
// Uncomment to allow source-to-source path:
//if (match(source.Data)) { path.Extend(source.ToString()); }
return(path);
}
public DirectedDFS(Digraph g, int s)
{
_marks = new bool[g.Vertice()];
Search(g, s);
}
public DepthFirstDirectedPaths(Digraph g, int s) : base(g, s)
{
this.marked = new bool[g.V];
this.edgeTo = new int[g.V];
Dfs(g, s);
}
public DirectedPaths(Digraph g, int s)
{
this.s = s;
}
public NonRecursiveDirectedDepthFirstSearch(Digraph g, int s)
{
this.marked = new bool[g.V];
Dfs(g, s);
}