nodes generate_Tree_for_huffman(List <nodes> list)
{
if (list.Count <= 1)
{
list[0].sympol = list[0].prob.ToString();
return(list[0]);
}
if (list.Count == 2)
{
nodes node_left = new nodes();
nodes node_right = new nodes();
node_left = list[0];
node_right = list[1];
nodes final = new nodes();
final.Left = node_left;
final.Right = node_right;
final.prob = node_right.prob + node_left.prob;
final.sympol = final.prob.ToString();
return(final);
}
List <nodes> temp_lest = new List <nodes>();
temp_lest = list;
nodes node_left1 = new nodes();
nodes node_right1 = new nodes();
node_left1 = list[0];
node_right1 = list[1];
nodes left_or_right = new nodes();
left_or_right.Left = node_left1;
left_or_right.Right = node_right1;
left_or_right.prob = node_right1.prob + node_left1.prob;
left_or_right.sympol = left_or_right.prob.ToString();
temp_lest.RemoveAt(0);
temp_lest.RemoveAt(0);
temp_lest.Add(left_or_right);
//temp_lest.Sort((x, y) => x.Item1.CompareTo(y.Item1));
temp_lest.Sort((x, y) => x.prob.CompareTo(y.prob));
nodes last_final = new nodes();
last_final = generate_Tree_for_huffman(temp_lest);
return(last_final);
}
private void InorderTraversal(nodes t, int depth)
{
if (t != null)
{
InorderTraversal(t.Left, depth + 1); //add 1 to depth (y coordinate)
t.Xpos = totalNodes++ + 1; //x coord is node number in inorder traversal
t.Ypos = depth - 1; // mark y coord as depth
InorderTraversal(t.Right, depth + 1);
}
}
private int TreeHeight(nodes t)
{
if (t == null)
{
return(-1);
}
else
{
return(1 + Math.Max(TreeHeight(t.Left), TreeHeight(t.Right)));
}
}
nodes generate_Tree(List <Tuple <int, char> > list)
{
if (list.Count <= 1)
{
nodes ret = new nodes();
ret.Left = null;
ret.Right = null;
ret.sympol = list[0].Item2.ToString();
return(ret);
}
List <Tuple <int, char> > temp_list = new List <Tuple <int, char> >();
int all_sympol_count = 0;
temp_list = list;
for (int i = 0; i < temp_list.Count; i++)
{
all_sympol_count += temp_list[i].Item1;
}
List <Tuple <int, char> > right_list = new List <Tuple <int, char> >();
List <Tuple <int, char> > left_list = new List <Tuple <int, char> >();
int sum_to_hulf = 0;
for (int i = 0; i < temp_list.Count; i++)
{
if (sum_to_hulf < all_sympol_count / 2)
{
right_list.Add(temp_list[i]);
sum_to_hulf += temp_list[i].Item1;
}
else
{
left_list.Add(temp_list[i]);
}
}
nodes right_node = new nodes();
nodes left_node = new nodes();
right_node = generate_Tree(right_list);
left_node = generate_Tree(left_list);
right_node.bit = "1";
left_node.bit = "0";
nodes nnn = new nodes();
nnn.Left = left_node;
nnn.Right = right_node;
return(nnn);
}
public void DrawTree(nodes root, Graphics g)
{
try
{
panel1.Width = ClientSize.Width - 20;
panel1.Height = ClientSize.Height - 20;
int Width = panel1.Width;
int Height = panel1.Height;
int dx = 0, dy = 0, dx2 = 0, dy2 = 0, ys = 20;
int XSCALE, YSCALE;
int treeHeight = TreeHeight(root);
XSCALE = (int)(Width / totalNodes); //scale x by total nodes in tree
YSCALE = (int)((Height - ys) / (maxTreeHeight + 1)); //scale y by tree height
if (root != null)
{
// inorder traversal to draw each node
DrawTree(root.Left, g); // do left side of inorder traversal
dx = root.Xpos * XSCALE; // get x,y coords., and scale them
dy = root.Ypos * YSCALE;
string s = root.sympol.ToString(); //get the word at this node
s += "(" + root.prob.ToString() + ")";
g.DrawString(s, panel1.Font, blackBrush, new PointF(dx - ys, dy));
// this draws the lines from a node to its children, if any
if (root.Left != null)
{
//draws the line to left child if it exists
dx2 = root.Left.Xpos * XSCALE;
dy2 = root.Left.Ypos * YSCALE;
g.DrawLine(blackPen, dx, dy, dx2, dy2);
}
if (root.Right != null)
{
//draws the line to right child if it exists
dx2 = root.Right.Xpos * XSCALE;//get right child x,y scaled position
dy2 = root.Right.Ypos * YSCALE;
g.DrawLine(blackPen, dx, dy, dx2, dy2);
}
DrawTree(root.Right, g); //now do right side of inorder traversal
}
}
catch (Exception ee)
{
MessageBox.Show(ee.Message.ToString());
}
}
public string calculate_bits(nodes root, string code)
{
if (root.Left == null && root.Right == null)
{
List <String> temp = new List <string>();
temp.Add(root.sympol);
temp.Add(code);
temp.Add(root.prob.ToString());
Encode_Bits.Add(temp);
return("");
}
calculate_bits(root.Left, code + "0");
calculate_bits(root.Right, code + "1");
return("");
}
public int set_prob(nodes tree)
{
if (tree == null)
{
return(0);
}
else if (tree.Left == null && tree.Right == null)
{
tree.prob = 1;
return(1);
}
int left = set_prob(tree.Left);
int right = set_prob(tree.Right);
tree.prob = left + right;
the_tree = tree;
return(1);
}
public String rename_nodes(nodes tree)
{
if (tree == null)
{
return("");
}
if (tree.Left == null && tree.Right == null)
{
return(tree.sympol);
}
String right_name = rename_nodes(tree.Right);
String left_name = rename_nodes(tree.Left);
if (tree.sympol == "#")
{
tree.sympol = right_name + " , " + left_name;
}
return(tree.sympol);
}
private void button2_Click(object sender, EventArgs e)
{
repetation_chars.Clear();
if (textBox1.Text == "")
{
return;
}
String code = textBox1.Text;
for (int i = 0; i < code.Length; i++)
{
if (repetation_chars.ContainsKey(code[i]))
{
repetation_chars[code[i]]++;
}
else
{
repetation_chars[code[i]] = 1;
}
}
List <Tuple <int, char> > rep = new List <Tuple <int, char> >();
var arrayOfAllKeys = repetation_chars.Keys.ToArray();
//var arrayOfAllValues = repetation_chars.Values.ToArray();
for (int i = 0; i < arrayOfAllKeys.Length; i++)
{
Tuple <int, char> ttt = Tuple.Create(repetation_chars[arrayOfAllKeys[i]], arrayOfAllKeys[i]);
rep.Add(ttt);
}
rep.Sort((x, y) => y.Item1.CompareTo(x.Item1));
nodes c = new nodes();
//MessageBox.Show(c.ToString());
//int g = 3;
the_tree = generate_Tree(rep);
Encode_Bits.Clear();
List <String> temp1 = new List <string>();
temp1.Add("Sympol");
temp1.Add("bits");
temp1.Add("counter");
Encode_Bits.Add(temp1);
calculate_bits(the_tree, "");
int depth = 1;
totalNodes = 0;
InorderTraversal(the_tree, depth);
maxTreeHeight = TreeHeight(the_tree);
rename_nodes(the_tree);
set_prob(the_tree);
panel1.Invalidate();
}