public Node GetRight()
{
if(right==null)
right = new Node();
return this.right;
}
public Node(int i, int v)
{
_index = i;
value = v;
left = null;
right= null;
}
public Node GetLeft()
{
if (left == null)
left = new Node();
return this.left;
}
//zbiera liscie w kolejnoĊci od lewej poziomu "l" drzewa
public void Collect(Node el, int l, ref StringBuilder ss)
{
if (el != null)
{
Collect(el.left, l, ref ss);
Collect(el.right, l, ref ss);
if (el.level == l)
{
//for (int i = 0; i < treeDepth/(l+1); i++)
//{
// ss.Append(" ");
//}
ss.Append(el.index.ToString());
//for (int i = 0; i < treeDepth; i++)
//{
// ss.Append(" ");
//}
}
//else
//{
// for (int i = 0; i <this.treeDepth* (l + 3) / (l + 5); i++)
// //for (int i = 0; i < this.treeDepth / (l + 2); i++)
// ss.Append(" ");
//}
}
else ss.Append(" ");
}
public Node Get(Node elem, int i)
{
if (elem != null)
{
if (elem.index < i)
elem = Get(elem.right, i);
else if (elem.index > i)
elem = Get(elem.left, i);
}
return elem;
}
public Node Insert(Node elem, int i, int val, int dep)
{
if (elem == null)
{
elem = new Node(i, val);
elem.level = dep;
}
else if (elem.index < i)
elem.right = Insert(elem.right, i, val, ++dep);
else if (elem.index > i)
elem.left = Insert(elem.left, i, val, ++dep);
else
{
elem.value = val;
return elem;
}
if (dep > this.treeDepth)
treeDepth = dep;
return elem;
}
// Left Visit Right, drukowanie infiksowe(in-order)
public void Print(Node el)
{
if (el != null)
{
Print(el.left);
Console.WriteLine(el.value+"\t"+el.index);
Print(el.right);
}
}
public Tree()
{
//root = new Node(0, v);
root = null;
treeDepth = 0;
}
