// Adds a forget bag before any introduce
public void ForgetBeforeIntroduce(TDNode parent)
{
IEnumerable <TDNode> children = Adj.Where((n) => n != parent);
if (children.Count() == 1)
{
TDNode child = children.First();
IEnumerable <Vertex> toForget = child.Bag.Where((v) => !this.BagContains(v));
IEnumerable <Vertex> toIntroduce = this.Bag.Where((v) => !child.BagContains(v));
if (toForget.Any() && toIntroduce.Any())
{
TDNode newNode = new TDNode(0, ParentDecomposition, VertexByColor.Length);
newNode.Bag = child.Bag.Where((v) => this.BagContains(v)).ToArray();
foreach (Vertex v in newNode.Bag)
{
newNode.VertexByColor[v.Color] = v;
}
this.Adj.Remove(child);
this.Adj.Add(newNode);
child.Adj.Remove(this);
child.Adj.Add(newNode);
newNode.Adj.Add(child);
newNode.Adj.Add(this);
ParentDecomposition.Nodes.Add(newNode);
newNode.ForgetBeforeIntroduce(this);
return;
}
child.ForgetBeforeIntroduce(this);
return;
}
foreach (TDNode child in children)
{
child.ForgetBeforeIntroduce(this);
}
}
// Sets the node to pick as the root that results in the lowest cost. Randomly tries a small number of candidates if the decomposition is large.
public void FindOptimalRoot()
{
List <TDNode> todo = new List <TDNode>(Nodes.Where((n) => n.Bag.Any((v) => v.IsTerminal)));
int t = 0;
while (t < 1000000 && todo.Count > 0)
{
int p = Program.r.Next(todo.Count);
TDNode n = todo[p];
todo[p] = todo[todo.Count - 1];
todo.RemoveAt(todo.Count - 1);
double cost = n.CalculateCost();
if (cost < EstimatedCost)
{
EstimatedCost = cost;
Root = n;
}
t += Nodes.Count;
}
Root.CalculateCost();
foreach (TDNode n in Nodes)
{
n.SetBagsFinal();
}
Root.PreJoinForget(null);
Root.DeconstructJoins(null);
Root.ForgetBeforeIntroduce(null);
Root.IndexVertices(null);
Root.FillSubtree(null);
SetupEdges();
}
