| public SetValues ( int elem_id, double dist_2_center, int index ) : void | ||
| elem_id | int | |
| dist_2_center | double | |
| index | int | |
| Résultat | void | |
// Constructor
// _m must be a value in [0,1]
public VP_Forest(MetricDB _DB, double _m=0,double _tau=0)
{
this.DB=_DB;
this.Remaining=new List<int>(this.DB.Count);
this.Persist=new bool[this.DB.Count];
this.Tau=double.MaxValue;
int[] perm;
if (_m!=0)
this.m=_m;
if (_tau!=0)
{
BuildingWithTau=true;
this.wanted_Tau=2*_tau;
}
this.Forest=new List<VPF_Tree>();
int N=this.DB.Count;
for (int i=0;i<N;i++)
this.Remaining.Add(i);
do
{
int a,w,center;
double[] Distances=new double[N];
this.Persist=new bool[N];
this.Forest.Add ( new VPF_Tree() );
perm=new int[N];
for (int i=0;i<N;i++) {perm[i]=i;}
//Console.WriteLine("Building tree number: {0}",Forest.Count);
//Console.WriteLine("Remaining: {0}",Remaining.Count);
if (Divide_Interval(N,out a,out w,out center,out Distances,perm))
{
this.Forest[this.Forest.Count-1].Root=new VPF_Node(center);
BuildTree((VPF_Node)this.Forest[this.Forest.Count-1].Root,Distances,perm,a,w);
}
else // The root is a leaf
{
leafs+=N;
VPF_Leaf L=new VPF_Leaf(N);
L.center=center;
for (int i=0;i<N;i++)
L.SetValues(this.Remaining[perm[i]],Distances[i],i);
this.Forest[this.Forest.Count-1].Root=L;
Console.WriteLine("Tau very big. Remaining:{0}",Remaining.Count);
}
RemoveMarkedOnes();
N=Remaining.Count;
}while(Remaining.Count>0);
this.Tau/=2;
Console.WriteLine("Total trees: {0}",this.Forest.Count);
Console.WriteLine("Tau: {0}",this.Tau);
Console.WriteLine("Leafs:{0}",leafs);
}
// Build the Tree!!
internal void BuildTree(VPF_Node Node,double[] Distances,int [] Perm,int a,int w)
{
//int start=Node.start;
//int end=Node.end;
int a2=0,w2=0,center2=0;
int count=Perm.Length;
//Console.WriteLine("a:{0},w:{1},total:{2}",a,w,count);
double lmin=Distances[0],lmax=Distances[a-1],rmin=Distances[a+w],rmax=Distances[Perm.Length-1];
//double[] Distances=new double[Perm.Length];
//int center=0;
//Divide_Interval(count,out a,out w,Node,Distances,Perm);
// Mark to Remove middle part
if (w>0)
{
Mark2PersistRange(a,w,Perm);
if (Distances[ a+w-1 ]-Distances[ a ]>0)
this.Tau=Math.Min(this.Tau,Distances[ a+w-1 ]-Distances[ a ]);
}
double[] Distances2=new double[a];
int[] Perm2=new int[a];
for (int i=0;i<a;i++)
{ Perm2[i]=Perm[i];
//Distances2[i]=Distances[i];
}
if (Divide_Interval(a,out a2,out w2,out center2,out Distances2,Perm2)) // build left node
{
Node.Lmin=lmin;
Node.Lmax=lmax;
Node.left=new VPF_Node( center2 );
BuildTree((VPF_Node)Node.left,Distances2,Perm2,a2,w2);
}
else // build leaf
{
Node.Lmin=lmin;
Node.Lmax=lmax;
leafs+=a;
VPF_Leaf L= new VPF_Leaf(a);
for (int i=0;i<a;i++)
{
L.SetValues(this.Remaining[Perm[i]],Distances[i],i);
}
//Console.WriteLine("TotalLeafs:{0}",a);
Node.left=L;
//Console.WriteLine("Build Leaf:{0}",L.IDs.Length);
}
Distances2=new double[Perm.Length-1-(a+w-1)];
Perm2=new int[Perm.Length-1-(a+w-1)];
for (int i=a+w;i<Perm.Length;i++)
{ Perm2[i-a-w]=Perm[i];
//Distances2[i-a-w]=Distances[i];
}
if (Divide_Interval(Perm.Length-1-(a+w-1),out a2,out w2,out center2,out Distances2,Perm2)) // build right node
{
Node.Rmin=rmin;
Node.Rmax=rmax;
Node.right=new VPF_Node( center2 );
BuildTree((VPF_Node)Node.right,Distances2,Perm2,a2,w2);
}
else // build leaf
{
Node.Rmin=rmin;
Node.Rmax=rmax;
//Console.Write("L:{0} ",this.Remaining[Perm[a+w]]);
leafs+=Perm.Length-1-(a+w-1);
VPF_Leaf R=new VPF_Leaf(Perm.Length-1-(a+w-1));
for(int i=0;i<Perm.Length-1-(a+w-1);i++)
{
R.SetValues(this.Remaining[Perm[a+w+i]],Distances[a+w+i],i);
}
//Console.WriteLine("Total Leafs:{0}",Perm.Length-1-(a+w-1));
Node.right=R;
//Console.WriteLine("Build Leaf:{0}",R.IDs.Length);
}
}